Virtual Library

This page is intended as a virtual library for the use of the condensed matter theory group and of students and researchers in related fields at the Technische Universität Dresden and elsewhere. The selection and the comments are entirely subjective and are based on Prof. Timm's interests and probably lack of understanding. Prof. Timm and the Technische Universität Dresden certainly do not endorse the content of any of the papers linked here. We would be delighted if anyone finds this page useful.

The collection is grouped into (a) pedagogical introductions, lecture notes etc., (b) review articles and dedicated journal issues, and (c) research papers. Each category is again divided by topic.

Pedagogical Introductions, Lecture Notes

Quantum mechanics

• C. K. Zachos, Deformation Quantization: Quantum Mechanics Lives and Works in Phase-Space, hep-th/0110114, Int. J. Mod. Phys. A 17, 297 (2002) (Groenewold-Moyal formulation of quantum mechanics based on Wigner-Weyl transform, includes historical bibliography)
• D. Cohen, Lecture Notes in Quantum Mechanics, quant-ph/0605180 (extensive, including a number of advanced topics)
• A. A. Clerk, M. H. Devoret, S. M. Girvin, F. Marquardt, and R. J. Schoelkopf, Introduction to Quantum Noise, Measurement and Amplification, arXiv:0810.4729 (extensive pedagogical review)

Many-body theory

• A. Auerbach, Quantum Magnetism Approaches to Strongly Correlated Electrons, cond-mat/9801294 (renormalization group approach to the Hubbard model, spin path integrals, various useful mappings)
• D. Belitz, and T. R. Kirkpatrick, Quantum phase transitions, cond-mat/9811058, in Dynamics: Models and Kinetic Methods for Non-Equilibrium Many Body Systems, edited by J. Karkheck, (Kluwer, Dordrecht, 2000), p. 399
• J. Kroha and P. Wölfle, Fermi and Non-Fermi Liquid Behavior in Quantum Impurity Systems: Conserving Slave Boson Theory, cond-mat/9811074, Acta Phys. Pol. B 29, 3781 (1998)
• A. M. J. Schakel, Quantum Phase Transitions in 2d Quantum Liquids, cond-mat/9811393 (also discusses the functional integral method, superfluidity, superconductivity, Chern-Simons-Ginzburg-Landau theory)
• C. P. Burgess, An Ode to Effective Lagrangians, hep-ph/9812470 (explains why effective low-energy theories often work surprisingly well)
• A. E. Ruckenstein, Bose Condensation Without Broken Symmetries, cond-mat/0104010
• G. Sierra, Integrability and Conformal Symmetry in the BCS model, hep-th/0111114 (relationships between Richardson's pairing model, integrable models, CFT, and Chern-Simons theory)
• E. H. Lieb and F. Y. Wu, The one-dimensional Hubbard model: A reminiscence, cond-mat/0207529, Physica A 321, 1 (2003) (filling in the details of the well-known exact solution of 1968)
• M. Paulsson, Non Equilibrium Green's Functions for Dummies: Introduction to the One Particle NEGF equations, cond-mat/0210519 (short tutorial, aims to provide intuitive understanding, not Keldysh but single-particle resolvent; method is probably more general)
• I. V. Lerner, Nonlinear Sigma Model for Normal and Superconducting Systems: A Pedestrian Approach, cond-mat/0307471
• J. Richter, J. Schulenburg, and A. Honecker, Quantum magnetism in two dimensions: From semi-classical Neel order to magnetic disorder, Lect. Notes Phys. 645, 85 (2004); cond-mat/0412662 (Heisenberg antiferromagnet on the 11 Archimedean lattices)
• C. Di Castro and R. Raimondi, Disordered Electron Systems, cond-mat/0402203
• M. Greiter, Is electromagnetic gauge invariance spontaneously violated in superconductors?, cond-mat/0503400
• L. Balents, L. Bartosch, A. Burkov, S. Sachdev, and K. Sengupta, Competing Orders and non-Landau-Ginzburg-Wilson Criticality in (Bose) Mott transitions, cond-mat/0504692
• F. D. M. Haldane, Luttinger's Theorem and Bosonization of the Fermi Surface, cond-mat/0505529 (hard to find set of lectures on bosonization of the Fermi liquid, in particular in higher dimensions)
• V. L. Libero and K. Capelle, Density-functional treatment of model Hamiltonians: basic concepts and application to the Heisenberg model, cond-mat/0506206
• P. Bruno, Berry phase effects in magnetism, cond-mat/0506270
• S. Forte, Spin in quantum field theory, hep-th/0507291 (spin, statistics, path integrals)
• F. Alet, A. M. Walczak, and M. P. A. Fisher, Exotic quantum phases and phase transitions in correlated matter, cond-mat/0511516
• S. Andergassen, T. Enss, C. Karrasch, and V. Meden, A gentle introduction to the functional renormalization group: the Kondo effect in quantum dots, cond-mat/0612229
• S. Eggert, One-dimensional quantum wires: A pedestrian approach to bosonization, arXiv:0708.0003 (with detailed discussion of transport)
• A. Stern, Anyons and the quantum Hall effect - a pedagogical review, arXiv:0711.4697
• A. J. M. Schmets and W. Montfrooij, Teaching superfluidity at the introductory level, arXiv:0804.3086 (...as part of introductory modern physics)
• G. Misguich, Quantum spin liquids, arXiv:0809.2257
• I. Affleck, Quantum Impurity Problems in Condensed Matter Physics, arXiv:0809.3474 (emphasizing boundary conformal field theory)
• A. Kamenev and A. Levchenko, Keldysh technique and nonlinear sigma-model: basic principles and applications, arXiv:0901.3586 (extensive introduction into the Keldysh formalism for fermions and bosons, application to the non-linear sigma model for disordered systems)
• B. J. Powell, An introduction to effective low-energy Hamiltonians in condensed matter physics and chemistry, arXiv:0906.1640
• L. Palova, P. Chandra, and P. Coleman, The Casimir Effect from a Condensed Matter Perspective, arXiv:0907.4976
• P. Coleman, Many Body Physics, http://www.physics.rutgers.edu/~coleman/mbody.html (an evolving textbook)

Statistical physics

• R. Savit, Duality in field theory and statistical systems, Rev. Mod. Phys. 52, 453 (1980)
• S. F. Gull, Some Misconceptions about Entropy (1989) http://www.ucl.ac.uk/~ucejph/reality/entropy/text.html
• J. P. Sethna, Order Parameters, Broken Symmetry, and Topology, cond-mat/9204009 (updated 2009), 1991 Lectures in Complex Systems, edited by L. Nadel and D. Stein (Addison Wesley, 1992), p. 243
• Z. Gulácsi and M. Gulácsi, Theory of phase transitions in two-dimensional systems, Adv. Phys. 47, 1 (1998)
• E. H. Lieb and J. Yngvason, A guide to entropy and the second law of thermodynamics, cond-mat/9805005
• K. Ghosh, K. Dill, M. M. Inamdar, E. Seitaridou, and R. Phillips, Teaching the Principles of Statistical Dynamics, cond-mat/0507388 (derivation of various dynamical laws from a maximum principle, similar to maximization of entropy in statics)
• C. Bustamante, J. Liphardt, and F. Ritort, The Nonequilibrium Thermodynamics of Small Systems, cond-mat/0511629 (long version of Physics Today 58, 43 (2005))
• W. Belzig, An introduction to Full Counting Statistics in Mesoscopic Electronics, http://www. lancs.ac.uk/users/esqn/nano2006/talks/Belzig.pdf, Lancaster School on Counting Statistics, January 2006
• G. De Chiara, M. Rizzi, D. Rossini, and S. Montangero, Density Matrix Renormalization Group for Dummies, cond-mat/0603842, J. Comput. Theor. Nanosci. 5, 1277 (2008)
• Yu. Holovatch, Introduction to renormalization, cond-mat/0606139, Condens. Matter Phys. 9, 325 (2006) (introduction and application to non-ideal, e.g., frustrated or disordered, spin models)
• K. J. Wiese and P. Le Doussal, Functional Renormalization for Disordered Systems, Basic Recipes and Gourmet Dishes, cond-mat/0611346
• M. Mobilia, T. Reichenbach, H. Hinsch, T. Franosch, and E. Frey, Generic principles of active transport, cond-mat/0612516 (discussing, among other things, the total asymmetric exclusion process [TASEP])
• W. Janke and A. M. J. Schakel, Spacetime Approach to Phase Transitions, cond-mat/0612655 (extensive lecture notes on path-integral approach to thermal phase transitions)
• J. Cardy, Conformal Field Theory and Statistical Mechanics, arXiv:0807.3472, Les Houches summer school
• J. Kurchan, Six out of equilibrium lectures, arXiv:0901.1271, Les Houches summer school 2008
• H. G. Katzgraber, Introduction to Monte Carlo Methods, arXiv:0905.1629, summer school on modern computational science, Oldenburg 2009
• M. Kastner, Monte Carlo methods in statistical physics: Mathematical foundations and strategies, arXiv:0906.0858
• L. P. Kadanoff, Theories of Matter: Infinities and Renormalization, arXiv:1002.2985 (on the theory of phase transitions)

Field theory

• G. Sierra and M. A. Martin-Delgado, The Density Matrix Renormalization Group, Quantum Groups and Conformal Field Theory, cond-mat/9811170
• F. Gronwald, F. W. Hehl, and J. Nitsch, Axiomatics of classical electrodynamics and its relation to gauge field theory, physics/0506219

Solid state physics and applications

• Y. M. Galperin, Introduction to Modern Solid State Physics, http://folk.uio.no/yurig/fys448/Fys448.html
• C. B. Kellogg, An Introduction to Relativistic Electronic Structure Theory in Quantum Chemistry, http://zopyros.ccqc.uga.edu/~kellogg/docs/rltvt/node1.html
• T. Dietl, Lecture Notes on Semiconductor Spintronics, arXiv:0801.0145, in Modern Aspects of Spin Physics, Lecture Notes in Physics 712, ed. J. Fabian (Springer, Berlin, 2007), p. 1
• D. Xiao, M.-C. Chang, and Q. Niu, Berry Phase Effects on Electronic Properties, arXiv:0907.2021

Transport theory

• Y. M. Galperin, Quantum Transport, http://folk.uio.no/yurig/quTpdf.pdf
• D. A. Ryndyk, R. Gutierrez, B. Song, and G. Cuniberti, Green function techniques in the treatment of quantum transport at the molecular scale, arXiv:0805.0628

Other fields, general and interdisciplinary physics

• A. K. Hartmann and M. Weigt, Introduction to graphs, cond-mat/0602129, in A. K. Hartmann and M. Weigt, Phase Transitions in Combinatorial Optimization Problems (Wiley-VCH, Berlin, 2005)
• G. Szabo and G. Fath, Evolutionary games on graphs, cond-mat/0607344 (tutorial on game theory for physicist, relating it to non-equilibrium statistical mechanics, with applications to three important cases discussed in detail)
• S. N. Majumdar, Random Matrices, the Ulam Problem, Directed Polymers & Growth Models, and Sequence Matching, cond-mat/0701193
• U. Krey, The Aharonov-Bohm-Effect, Non-commutative Geometry, Dislocation Theory, and Magnetism, arXiv:0711.0855 (short note sketching the connections between these topics)
• J. Preskill, Quantum Computation, http://www.theory.caltech.edu/people/preskill/ph229/ (also includes a review of quantum mechanics and quantum statistics)
• C. Gros, Complex and Adaptive Dynamical Systems: A Primer, arXiv:0807.4838, to be published by Springer (2008) (textbook on complex-system theory, mostly focusing on dynamical networks)
• S. Mertens, Random Number Generators: A Survival Guide for Large Scale Simulations, arXiv:0905.4238 (how to do it in parallel simulations)

Reviews and Dedicated Journal Issues

General highly correlated systems

• D. Belitz and T. R. Kirkpatrick, The Anderson-Mott transition, Rev. Mod. Phys. 66, 261 (1994) (about the interplay of disorder and electronic correlations)
• S. Sachdev, Quantum phase transitions of correlated electrons in two dimensions, cond-mat/0109419, Physica A 313, 252 (2002)
• A. J. Millis, Whither Correlated Electron Theory?, cond-mat/0112508, Physica B
• D. Belitz and T. R. Kirkpatrick, Why Quantum Phase Transitions are Interesting, J. Low Temp. Phys. 126, 1107 (2002)
• E. Dagotto, Complexity in Strongly Correlated Electronic Systems, Science 309, 257 (2005) (inhomogeneous equilibrium states)
• A. Auerbach, Computing Effective Hamiltonians of Doped and Frustrated Antiferromagnets By Contractor Renormalization, cond-mat/0510738
• P. Coleman, Theory Perspective: SCES '05 Vienna, cond-mat/0512463 (highlights from the SCES '05 conference on strongly correlated electron materials)
• P. Fulde, P. Thalmeier, and G. Zwicknagl, Strongly correlated electrons, cond-mat/0607165, Solid State Physics 60 (Elsevier, 2006) (high-resolution copy)
• T. P. Devereaux and R. Hackl, Inelastic Light Scattering From Correlated Electrons, cond-mat/0607554, Rev. Mod. Phys.
• G. A. Fiete, The spin-incoherent Luttinger liquid, cond-mat/0611597, Rev. Mod. Phys.
• I. Bloch, J. Dalibard, and W. Zwerger, Many-Body Physics with Ultracold Gases, arXiv:0704.3011
• S. Sachdev, Exotic phases and quantum phase transitions: model systems and experiments, arXiv:0901.4103
• J. K. Jain and P. W. Anderson, Beyond the Fermi Liquid Paradigm: Hidden Fermi Liquids, arXiv:0905.1105 (discussed for RVB state in HTSC and composite fermions in the fractional QHE)
• S. Sachdev, Finite temperature dissipation and transport near quantum critical points, arXiv:0910.1139
• E. C. Andrade, E. Miranda, and V. Dobrosavljevic, Quantum ripples in strongly correlated metals, arXiv:0910.1837 (Friedel oscillations are found to be suppressed by strong electronic correlations, method: slave-boson mean-field theory)
• D. J. Scalapino, E. Berg, and S. A. Kivelson, Mesoscopics and the High T_c Problem, arXiv:0911.3695 (a few example for what can be learned about the bulk systems from models in reduced dimensions)
• P. Coleman, Quantum Criticality and Novel Phases: A panel discussion, arXiv:1001.0185, phys. stat. sol. (summary of panel discussion on quantum criticality and novel phases, Dresden 2009)
• A. A. Shashkin and S. V. Kravchenko, Quantum phase transitions in two-dimensional electron systems, arXiv:1002.2629, in Quantum Phase Transitions, ed. by L. Carr (CRC Press / Taylor & Francis)

Methods for many-body and condensed-matter theory

• K. Hallberg, Density Matrix Renormalization, cond-mat/9910082
• W. M. C. Foulkes, L. Mitas, R. J. Needs, and G. Rajagopal, Quantum Monte Carlo simulations of solids, Rev. Mod. Phys. 73, 33 (2001)
• M. Potthoff, Dynamical variational principles for strongly correlated electron systems, cond-mat/0503715; Systematics of approximations constructed from dynamical variational principles, cond-mat/0511729
• M. A. Stephanov, J. J. M. Verbaarschot, and T. Wettig, Random Matrices, hep-ph/0509286, in Wiley Encyclopedia of Electrical and Electronics Engineering, Supp. 1 (2001) (discusses both hermitian and nonhermitian random matrices)
• M. N. Kiselev, Semi-fermionic representation for spin systems under equilibrium and non-equilibrium conditions, cond-mat/0601338 (introduction to and generalization of Popov-Fedetov representation of spins, mapping of spins onto particles with neither bosonic nor fermionic Matsubara frequencies)
• P. Kopietz, Bosonization of Interacting Fermions in Arbitrary Dimensions, cond-mat/0605402, Lecture Notes in Physics (Springer, Berlin, 1997) (long review, put on archive because currently out of print)
• U. Schollwöck and S. R. White, Methods for Time Dependence in DMRG, cond-mat/0606018, in Effective models for low-dimensional strongly correlated systems, edited by G. G. Batrouni and D. Poilblanc (AIP, Melville, New York, 2006), p. 155
• K. Hallberg, New Trends in Density Matrix Renormalization, cond-mat/0609039, Adv. Phys. 55 (2006)
• I. P. McCulloch, From density-matrix renormalization group to matrix product states, cond-mat/0701428
• K. Held, O. K. Andersen, M. Feldbacher, A. Yamasaki, and Y.-F. Yang, Bandstructure meets many-body theory: The LDA+DMFT method, arXiv:0801.2634, J. Phys.: Condensed Matter
• P. Elliott, K. Burke, and F. Furche, Excited states from time-dependent density functional theory, cond-mat/0703590
• M. Mineev-Weinstein, M. Putinar, and R. Teodorescu, Random Matrices in 2D, Laplacian Growth and Operator Theory, arXiv:0805.0049 (2D here means 2D support of eigenvalues in the complex plane, i.e., for nonhermitian random matrices)
• D. Sénéchal, An introduction to quantum cluster methods, arXiv:0806.2690 (including cluster generalization of DMFT and M. Posthoff's self-energy functional theory)
• C. A. Ullrich and V. Turkowski, Time-dependent density-functional theory for electronic excitations in materials: basics and perspectives, arXiv:0808.2021
• S. Sachdev and M. Müller, Quantum criticality and black holes, J. Phys.: Condens. Matter 21, 164216 (2009) (review consequences of a duality between anti-de Sitter cosmology and conformal field theory for quantum critical points in certain systems); S. Sachdev, Condensed matter and AdS/CFT, arXiv:1002.2947
• A. L. Kuzemsky, Statistical mechanics and the physics of many-particle model systems, Phys. Part. Nucl. 40, 949 (2009) (extensive review on many-particle theory, with many historical remarks)
• C. W. J. Beenakker, Applications of random matrix theory to condensed matter and optical physics, arXiv:0904.1432
• R. C. Albers, N. E. Christensen, and A. Svane, Hubbard-U Band-Structure Methods, arXiv:0907.1028 (also clarifying their conceptual position compared to fully ab-initio and many-particle approaches)
• P. Koskinen and V. Mäkinen, Density-functional tight-binding for beginners, arXiv:0910.5861, Comp. Mat. Sci. 47, 237 (2009) (note that an open-source program exists, called hotbit)
• R. Resta, Electrical polarization and orbital magnetization: the modern theories, J. Phys.: Condens. Matter 22, 123201 (2010)

Magnetism

Spintronics and diluted magnetic semiconductors

• I. Zutic, J. Fabian, and S. Das Sarma, Spintronics: Fundamentals and applications, Rev. Mod. Phys. 76, 323 (2004)
• R. Janisch, P. Gopal, and N. A. Spaldin, Transition metal-doped TiO₂ and ZnO - present status of the field, J. Phys.: Condens. Matter 17, R657 (2005)
• S. Saikin, Y. V. Pershin, and V. Privman, Modeling for Semiconductor Spintronics, cond-mat/0504001 (a review on semiclassical modelling for spintronics)
• T. Fukumura, H. Toyosaki, and Y. Yamada, Magnetic oxide semiconductors, cond-mat/0504168, Semicond. Sci. Technol. 20, S103 (2005)
• E. I. Rashba, Spin-orbit coupling and spin transport, cond-mat/0507007
• J. Sinova, S. Murakami, S.-Q. Shen, and M.-S. Choi, Spin-Hall effect: Back to the Beginning on a Higher Level, cond-mat/0512054 (summary of workshop, general agreement on what is understood and what is not)
• J. Schliemann, Spin Hall Effect, cond-mat/0602330, Int. J. Mod. Phys. B 20, 1015 (2006)
• T. Jungwirth, J. Sinova, J. Masek, J. Kucera, and A. H. MacDonald, Theory of ferromagnetic (III,Mn)V semiconductors, Rev. Mod. Phys. 78, 809 (2006)
• E. I. Rashba, Semiconductor Spintronics: Progress and Challenges, cond-mat/0611194
• W. J. M. Naber, S. Faez, and W. G. van der Wiel, Organic Spintronics, cond-mat/0703455
• Spin Electronics (special issue), J. Phys.: Condens. Matter 19, issue 16 (2007), contains several papers on DMS, including
  • T. Dietl, Origin of ferromagnetic response in diluted magnetic semiconductors and oxides, ibid. 165204, also in arXiv:0711.0340
  • T. C. Schulthess, W. M. Temmerman, Z. Szotek, A. Svane, and L. Petit, First-principles electronic structure of Mn-doped GaAs, GaP, and GaN semiconductors, ibid. 165207, also in cond-mat/0610378 (SIC-LSDA, supporting existing "standard models" for these DMS, in particular very different behavior of GaAs vs. GaN, with GaP intermediate)
• I. Zutic, J. Fabian, and S. C. Erwin, Bipolar spintronics: From spin injection to spin-controlled logic, arXiv:0706.2190
• M. Bibes and A. Barthelemy, Oxide spintronics, arXiv:0706.3015
• T. Dietl, Origin and control of ferromagnetism in dilute magnetic semiconductors and oxides, arXiv:0711.0343, 52nd MMM Conference 2007, J. Appl. Phys.
• J. Fabian, A. Matos-Abiague, C. Ertler, P. Stano, and I. Zutic, Semiconductor Spintronics, arXiv:0711.1461, Acta Physica Slovaca 57, 565 (2007) (extensive review, mostly concerned with spin dynamics and spin transport, not with materials-science aspects)
• H. Ohno and T. Dietl, Spin-transfer physics and the model of ferromagnetism in (Ga,Mn)As, J. Magn. Magn. Mat. 320, 1293 (2008)
• Focus on Dilute Magnetic Semiconductors (focus issue), New J. Phys. 10, May issue (part) (2008) (not limited to III-V compounds, mostly concerned with applied research)
• K. S. Burch, D. D. Awschalom, and D. N. Basov, Optical Properties of III-Mn-V Ferromagnetic Semiconductors, arXiv:0810.3669
• C. Ertler, A. Matos-Abiague, M. Gmitra, M. Turek, and J. Fabian, Perspectives in spintronics: magnetic resonant tunneling, spin-orbit coupling, and GaMnAs, arXiv:0811.0500
• E. M. Hankiewicz and G. Vignale, Spin-Hall effect and spin-Coulomb drag in doped semiconductors, J. Phys.: Condens. Matter 21 253202 (2009)
• V. L. Korenev, Comment on The Rise of Semiconductor Spintronics, arXiv:0904.3034; a comment on a timeline of spin physics published in Nature, pointing out that many important breakthroughs occured earlier than stated there
• N. Nagaosa, J. Sinova, S. Onoda, A. H. MacDonald, and N. P. Ong, Anomalous Hall effect, arXiv:0904.4154
• D. Culcer, Steady-state spin densities and currents, arXiv:0906.5111
• K. Potzger and S. Zhou, Non-DMS related ferromagnetism in transition metal doped zinc oxide, arXiv:0908.0645
• J.-E. Wegrowe, Spin Transfer from the point of view of the ferromagnetic degrees of freedom, arXiv:0910.2890, Solid State Commun. (focus on dissipated power)

Other magnetic systems and phenomena

• N. Andrei, K. Furuya, and J. H. Lowenstein, Solution of the Kondo problem, Rev. Mod. Phys. 55, 331 (1983) (reviews the solution via the Bethe ansatz, also generalizations to arbitrary impurity spin and to SU(N) symmetry)
• N. E. Bickers, Review of techniques in the large-N expansion for dilute magnetic alloys, Rev. Mod. Phys. 59, 845 (1987)
• D. Belitz, and T. R. Kirkpatrick, Quantum critical behavior of itinerant ferromagnets, cond-mat/9609070, J. Phys.: Cond. Matter 8, 9707 (1996) (also including disorder)
• M. Ulmke, P. J. H. Denteneer, V. Janis, R. T. Scalettar, A. Singh, D. Vollhardt, and G. T. Zimanyi, Disorder and Impurities in Hubbard-Antiferromagnets, Advances in Solid State Physics 38, 369 (Vieweg, Wiesbaden, 1999)
• M. Kiwi, Origin of the magnetic proximity effect, Mat. Res. Soc. Symp. Proc. 746, Q5.2.1 (2003)
• O. Fruchart and A. Thiaville, Magnetism in reduced dimensions, cond-mat/0511362 (short review on selected topics)
• A. L. Kuzemsky, Physics of Complex Magnetic Materials: Quasiparticle Many-Body Dynamics, cond-mat/0512183 (short survey of author's works)
• D. I. Khomskii, Multiferroics: different ways to combine magnetism and ferroelectricity, cond-mat/0601696
• H. v. Löhneysen, A. Rosch, M. Vojta, and P. Wölfle, Fermi-liquid instabilities at magnetic quantum phase transitions, cond-mat/0606317, Rev. Mod. Phys.
• P. Fröbrich and P. J. Kuntz, Many-body Green's function theory of Heisenberg films, cond-mat/0607675, Phys. Rep.
• P. Mavropoulos and I.Galanakis, A review of the electronic and magnetic properties of tetrahedrally bonded half-metallic ferromagnets, cond-mat/0611006, J. Phys.: Condens. Matter (zinc-blende CrAs, CrTe etc.)
• D. Karevski, Ising Quantum Chains, cond-mat/0611327
• Half Metallic Ferromagnets (special issue), J. Phys.: Condens. Matter 19, issue 31 (2007)
• S. Jia, N. Ni, S. L. Bud'ko, and P. C. Canfield, Magnetic properties of Gd_xY_1-xFe₂Zn₂₀: dilute, large, S moments in a nearly ferromagnetic Fermi liquid, arXiv:0708.1170 (magnetic moment per Gd is not enhanced, unlike in Gd-doped DMS)
• S. Sachdev, Quantum magnetism and criticality, arXiv:0711.3015 (links well-known magnetic phases with modern developments including deconfined criticality and emergent photons, also discusses superconductivity)
• N. A. Sinitsyn, Semiclassical theories of the anomalous Hall effect, J. Phys.: Condens. Matter 20, 023201 (2008)
• E. I. Rashba, Side jump contribution to spin-orbit mediated Hall effects and Berry curvature, arXiv:0804.4181
• E. B. Sonin, Spin currents and spin superfluidity, arXiv:0807.2524 (a long review, updated March 2010)
• A. Auerbach and D. P. Arovas, Schwinger Bosons Approaches to Quantum Antiferromagnetism, arXiv:0809.4836, Trieste Summer School 2007, in Highly Frustrated Magnetism, C. Lacroix, P. Mendels, and F. Mila (Eds.)
• Multiferroics (special issue), J. Phys.: Condens. Matter 20, number 43 (2008)
• J. T. Chalker, Geometrically frustrated antiferromagnets: statistical mechanics and dynamics, arXiv:0901.3492, Trieste Summer School 2007, in Highly Frustrated Magnetism, C. Lacroix, P. Mendels, and F. Mila (Eds.)
• K. H. Bennemann, Magnetic Nanostructures, arXiv:1001.0928 (review concentrating on works from own group)
• J. R. Friedman and M. P. Sarachik, Single-molecule Nanomagnets, arXiv:1001.4194

Transport, mostly in mesoscopic and nanoscopic systems

• J. Rammer and H. Smith, Quantum field-theoretical methods in transport theory of metals, Rev. Mod. Phys. 58, 323 (1986)
• D. C. Mattis and M. L. Glasser, The uses of quantum field theory in diffusion-limited reactions, Rev. Mod. Phys. 70, 979 (1998)
• M. A. Ratner, Introducing molecular electronics, Materials Today 5, 20 (2002); K. S. Kwok and J. C. Ellenbogen, Moletronics: future electronics, Materials Today 5, 28 (2002)
• D. Porath, G. Cuniberti, and R. Di Felice, Charge Transport in DNA-Based Devices, cond-mat/0403640, Topics in Current Chemistry 237, edited by G. Schuster, (Springer, Berlin, 2004), p. 183 (discusses experimental and theoretical situation)
• J. König, J. Martinek, J. Barnás, and G. Schön, Quantum Dots Attached to Ferromagnetic Leads: Exchange Field, Spin Precession, and Kondo Effect, cond-mat/0404509
• Y. Xue and M. A. Ratner, Molecular Electronics: From Physics to Computing, cond-mat/0508477, in Nanotechnology: Science and Computation, edited by J. Chen, N. Jonoska, and G. Rozenberg (Springer, Berlin, 2006)
• Ya. M. Blanter, Recent Advances in Studies of Current Noise, cond-mat/0511478
• M. Pustilnik, Kondo effect in nanostructures, cond-mat/0512671
• A. P. Jauho, Modelling of inelastic effects in molecular electronics, J. Phys.: Conf. Ser. 35, 313 (2006)
• S. Sanvito and A. Reily Rocha, Molecular-Spintronics: the art of driving spin through molecules, cond-mat/0605239, J. Comput. Theor. Nanosci. 3, 624 (2006)
• G. Stefanucci, S. Kurth, E. K. U. Gross, and A. Rubio, Time dependent transport phenomena, cond-mat/060733 (density-functional theory plus Keldysh formalism)
• F. Evers and K. Burke, Pride, Prejudice, and Penury of ab initio transport calculations for single molecules, cond-mat/0610413, in: CRC Handbook on Molecular and Nanoelectronics, edited by S. Lyshevski
• A. M. Bratkovsky, Current rectification, switching, polarons, and defects in molecular electronic devices, cond-mat/0611163, in: Polarons in Advanced Materials, edited by A. S. Alexandrov (Canopus/Springer, Bristol, 2007)
• M. Grobis, I. G. Rau, R. M. Potok, and D. Goldhaber-Gordon, Kondo Effect in Mesoscopic Quantum Dots, cond-mat/0611480, in: Handbook of Magnetism and Advanced Magnetic Materials, Vol. 5 (Wiley)
• M. Galperin, M. A. Ratner, and A. Nitzan, Molecular transport junctions: vibrational effects, J. Phys.: Condens. Matter 19, 103201 (2007)
• M. Koentopp, C. Chang, K. Burke, and R. Car, Density functional calculations of nanoscale conductance, J. Phys.: Condens. Matter 20, 083203 (2008), cond-mat/0703591, (how LDA/GGA fail for weak tunneling through molecules and how to use time-dependent current DFT instead)
• Charge transport in nanoscale junctions (special issue), J. Phys.: Condens. Matter 20, number 37 (2008)
• D. R. Ward, G. D. Scott, Z. K. Keane, N. J. Halas, and D. Natelson, Electronic and optical properties of electromigrated molecular junctions, arXiv:0802.3902
• S. Datta, Nanoelectronic Devices: A Unified View, arXiv:0809.4460, Oxford Handbook on Nanoscience and Nanotechnology: Frontiers and Advances
• L. E. F. Foa Torres and G. Cuniberti, AC transport in carbon-based devices: challenges and perspectives, arXiv:0906.1664, C. R. Physique
• S. J.van der Molen and P. Liljeroth, Charge transport through molecular switches, J. Phys.: Condens. Matter 22, 133001 (2010) (discuss mostly experimental research)
• G. D. Scott and D. Natelson, Kondo Resonances in Molecular Devices, arXiv:1003.1938

Superconductivity

General

• H. Hosono and Z.-A. Ren (editors), Iron-Based Superconductors (focus issue), New J. Phys. 11, 025003 et seq. (2009)
• P. Phillips, T.-P. Choy, and R. G. Leigh, Mottness in High-Temperature Copper-Oxide Superconductors, arXiv:0905.4637, Rep. Prog. Phys. 72, 036501 (2009); P. Phillips, Mottness: Identifying the Propagating Charge Modes in doped Mott Insulators, arXiv:1001.5270, Rev. Mod. Phys. (2010)

Experiment

• D. R. Harshman and A. P. Mills, Jr., Concerning the nature of high-T_c superconductivity: Survey of experimental properties and implications for interlayer coupling, Phys. Rev. B 45, 10684 (1992) (contains tables of materials parameters for cuprates)
• M. A. Kastner, R. J. Birgeneau, G. Shirane, and Y. Endoh, Magnetic, transport, and optical properties of monolayer copper oxides, Rev. Mod. Phys. 70, 897 (1998) (discuss, among many other things, the doping dependence of the antiferromagnetic correlation length)
• J. C. Campuzano, M. R. Norman, and M. Randeria, Photoemission in the High T_c Superconductors, cond-mat/0209476, in Physics of Superconductors, Vol. II, ed. K. H. Bennemann and J. B. Ketterson (Springer, Berlin, 2004), p. 167 (includes a general introduction to photoemission)
• A. A. Kordyuk and S. V. Borisenko, ARPES on HTSC: simplicity vs. complexity, cond-mat/0510218
• J. M. Tranquada, Charge stripes in cuprate superconductors: The middle way, cond-mat/0510792
• J. M. Tranquada, Neutron Scattering Studies of Antiferromagnetic Correlations in Cuprates, cond-mat/0512115
• J. Fink, S. Borisenko, A. Kordyuk, A. Koitzsch, J. Geck, V. Zabalotnyy, M. Knupfer, B. Büchner, and H. Berger, Dressing of the charge carriers in high-T_c superconductors, cond-mat/0512307 (ARPES)
• R. K. Kremer, J. S. Kim, and A. Simon, Carbon Based Superconductors, cond-mat/0701702 (carbides etc.)
• J. E. Sonier, M. Ilton, V. Pacradouni, C. V. Kaiser, S. A. Sabok-Sayr, Y. Ando, S. Komiya, W. N. Hardy, D. A. Bonn, R. Liang, and W. A. Atkinson, Inhomogeneous Magnetic-Field Response in YBa₂Cu₃O_y and La_2-xSr_xCuO₄ Persisting Above the Bulk Superconducting Transition T_c, arXiv:0801.3481 (attributed to superconducting domains)
• Latest developments in Fe-oxypnictide superconductors, Supercond. Sci. Technol. 20-21, virtual collection
• M. R. Norman, High-temperature superconductivity in the iron pnictides, Physics 1, 21 (2008)
• C. Pfleiderer, Superconducting phases of f-electron compounds, arXiv:0905.2625, Rev. Mod. Phys.
• K. Ishida, Y. Nakai, and H. Hosono, To What Extent Iron-Pnictide New Superconductors Have Been Clarified: A Progress Report, arXiv:0906.2045, J. Phys. Soc. Jpn. 78, 062001 (2009)
• J. A. Wilson, A perspective on pnictide superconductors, arXiv:0912.4201
• Y. Mizuguchi and Y. Takano, A review of Fe-chalcogenide superconductors: the simplest Fe-based superconductor, arXiv:1003.2696, J. Phys. Soc. Jpn.

Theory

• W. Brenig, Aspects of electron correlations in the cuprate superconductors, Phys. Rep. 251, 153 (1995)
• P. W. Anderson, P. A. Lee, M. Randeria, T. M. Rice, N. Trivedi, and F. C. Zhang, The Physics Behind High-Temperature Superconducting Cuprates: The "Plain Vanilla" Version Of RVB, cond-mat/0311467; P. W. Anderson, Present status of the theory of high T_c cuprates, cond-mat/0510053
• C. M. Varma, Notes on RVB-Vanilla by Anderson et al., cond-mat/0312385 (critical discussion of preceding paper)
• J. Dukelsky, S. Pittel, and G. Sierra, Exactly solvable Richardson-Gaudin models for many-body quantum systems, Rev. Mod. Phys. 76, 643 (2004)
• M. R. Norman, D. Pines, and C. Kallin, The pseudogap: friend or foe of high T_c?, to be published in Adv. in Physics, cond-mat/0507031 (summary of a summer 2004 Aspen workshop)
• S. A. Kivelson and E. Fradkin, How optimal inhomogeneity produces high temperature superconductivity, cond-mat/0507459
• F. Vidal, J. A. Veira, J. Maza, J. Mosqueira, and C. Carballeira, On the interplay between T_c-inhomogeneities at long length scales and thermal fluctuations around the average superconducting transition in cuprates, cond-mat/0510467
• A. Mourachkine, Room-Temperature Superconductivity, cond-mat/0606187, book (Cambridge International Science Pub., Cambridge, 2004)
• T. H. Geballe, The never ending search for high temperature superconductivity, cond-mat/0608368
• D. J. Scalapino, Numerical Studies of the 2D Hubbard Model, cond-mat/0610710 (also note the addendum, which presents a broader overview over the field of cuprates)
• G. Baskaran, Superconductivity in optimally doped Cuprates: BZA Program works well & Superexchange is the Glue, cond-mat/0611548 (review of successes of RVB picture)
• P. Phillips, Mottness, cond-mat/0702348, Ann. Phys. 321, 1634 (2006)
• J. Spalek, t-J model then and now: A personal perspective from the pioneering times, arXiv:0706.4236
• P. A. Lee, From high temperature supercondutivity to quantum spin liquid: progress in strong correlation physics, arXiv:0708.2115
• S. Chakravarty, High temperature superconductivity: from complexity to simplicity, arXiv:0802.1216, longer version of Science 319, 735 (2008) (brief discussion of new trends in underdoped cuprates: hole and electron pockets in normal state)
• S. A. Kivelson and H. Yao, Fe-based superconductors: unity or diversity?, arXiv:0811.3973, corrected version of Nature Materials 7, 927 (2008) (short comparison of oxypnictide and cuprate physics)
• K. Le Hur and T. M. Rice, Superconductivity close to the Mott state: From condensed-matter systems to superfluidity in optical lattices, arXiv:0812.1581
• J. Zaanen, Condensed-matter physics: The pnictide code, Nature 457, 546 (2009)
• I. I. Mazin and J. Schmalian, Pairing Symmetry and Pairing State in Ferropnictides: Theoretical Overview, arXiv:0901.4790
• T. Senthil and P. A. Lee, A synthesis of the phenomenology of the underdoped cuprates, arXiv:0903.0870
• J. C. Phillips, Prediction of High Transition Temperatures in Ceramic Superconductors, arXiv:0903.1306 (contains an entertaining review of the history of high-temperature superconductivity outside of the main stream, predictions based on chemical trends, using Bayesian probability theory)
• V. Barzykin and D. Pines, Universal Behavior and the Two-component Character of Magnetically Underdoped Cuprate Superconductors, arXiv:0903.1835, Adv. Phys. 58, 1 (2009)
• S. Sachdev, Where is the quantum critical point in the cuprate superconductors?, arXiv:0907.0008, phys. stat. solidi, workshop on quantum criticality and novel phases, Dresden ; Quantum criticality and the phase diagram of the cuprates, arXiv:0910.0846 (similar shorter paper); Quantum phase transitions of antiferromagnets and the cuprate superconductors, arXiv:1002.3823, Les Houches (2009)
• M. Eschrig, C. Iniotakis, and Y. Tanaka, Theoretical aspects of Andreev spectroscopy and tunneling spectroscopy in non-centrosymmetric superconductors: a topical review, arXiv:1001.2486

Other condensed matter

• V. V. Brazhkin, High-Pressure Synthesized Materials: a Chest of Treasure and Hints, cond-mat/0605626
• M. I. Katsnelson, Graphene: carbon in two dimensions, cond-mat/0612534, slightly longer version in: Materials Today 10, 20 (2007)
• A. H. Castro Neto, F. Guinea, N. M. R. Peres, K. S. Novoselov, and A. K. Geim, The electronic properties of graphene, arXiv:0709.1163
• A. J. Masters, Virial expansions, J. Phys.: Condens. Matter 20, 283102 (2008) (applied to isotropic fluids and liquid crystals)
• G. Malenkov, Liquid water and ices: understanding the structure and physical properties, J. Phys.: Condens. Matter 21, 283101 (2009)
• Graphene (special issue), J. Phys.: Condens. Matter 21, issue 34 (2009)
• J. Moore, Solid-state physics: An insulator's metallic side, Nature 460, 1090 (2009) and papers discussed therein (short "News and Views" with concise introduction to topological insulators)
• A. K. Geim, Graphene: Status and Prospects, arXiv:0906.3799
• A. R. Oganov and V. L. Solozhenko, Boron: a Hunt for Superhard Polymorphs, arXiv:0911.3193 (short review of the history of elementary boron up to the present)
• S. Ryu, A. Schnyder, A. Furusaki, and A. Ludwig, Topological insulators and superconductors: ten-fold way and dimensional hierarchy, arXiv:0912.2157 (extensive review of the ten generic Hamiltonian symmetry classes and the possibility of non-trivial topological [surface] states)
• M. Z. Hasan and C. L. Kane, Topological Insulators, arXiv:1002.3895, Rev. Mod. Phys.

Molecular physics and chemistry

• W. R. Browne and B. L. Feringa, Light Switching of Molecules on Surfaces, Annu. Rev. Phys. Chem. 60, 407 (2009)

Field theory

• Z. Nussinov, C. D. Batista, and E. Fradkin, Intermediate Symmetries In Electronic Systems: Dimensional Reduction, Order Out Of Disorder, Dualities, And Fractionalization, cond-mat/0602569 (also contains introduction to local gauge symmetry)
• B. Schroer, String theory deconstructed (a detailed critique of the content of ST from an advanced QFT viewpoint), hep-th/0611132, dedicated to Philip Anderson on the occasion of his 83rd birthday
• S. A. Hartnoll, Lectures on holographic methods for condensed matter physics, arXiv:0903.3246 (starting with an introduction to the anti-de-Sitter space/conformal field theory (AdS/CFT) correspondence; compare following reference)
• J. McGreevy, Holographic duality with a view toward many-body physics, arXiv:0909.0518 (lectures introducing the AdS/CFT correspondence; compare previous reference)

Quantum mechanics and quantum information

• S. M. Girvin, M. H. Devoret, and R. J. Schoelkopf, Circuit QED and engineering charge based superconducting qubits, arXiv:0912.3902, Phys. Scr. T 137, 014012 (2009)

Statistical physics

• S. R. Finch, Several Constants Arising in Statistical Mechanics, math.CO/9810155
• B. M. McCoy, The 1999 Heineman Prize Address, Integrable models in statistical mechanics: The hidden field with unsolved problems, math-ph/9904003
• T. Senthil, A. Vishwanath, L. Balents, S. Sachdev, M. P. A. Fisher, 'Deconfined' quantum critical points, cond-mat/0311326; T. Senthil, L. Balents, S. Sachdev, A. Vishwanath, M. P. A. Fisher, Deconfined criticality critically defined, cond-mat/0404718
• R. J. Baxter, The challenge of the chiral Potts model, cond-mat/0510683
• K. J. Wiese, Why one needs a functional renormalization group to survive in a disordered world, cond-mat/0511529, Pramana 64, 817 (2005) (dimensional-reduction theorem and its failure, relation to replica-symmetry breaking)
• R. Kenna, The XY Model and the Berezinskii-Kosterlitz-Thouless Phase Transition, cond-mat/0512356 (review on recent progress, subtleties due to logarithmic corrections)
• V. N. Plechko, Fermions and Correlations in the Two-Dimensional Ising Model, hep-th/0512263 (mapping onto Majorana fermions etc.)
• G. E. Volovik, Quantum phase transitions from topology in momentum space, cond-mat/0601372 (Classification of QPT's according to codimension of set of zeroes of fermionic spectrum, many insightful remarks)
• T. Vojta, Rare region effects at classical, quantum, and non-equilibrium phase transitions, cond-mat/0602312 (Griffiths singularities etc.)
• R. Kenna, Homotopy in statistical physics, cond-mat/0602459, Cond. Matt. Phys. (includes an introduction to the relevant mathematics)
• M. Gell-Mann and J. Hartle, Quasiclassical Coarse Graining and Thermodynamic Entropy, quant-ph/0609190
• Chemical Kinetics beyond the Textbook: Flucutations, Many-Particle Effects and Anomalous Dynamics, J. Phys.: Condens. Matter 19 (6) (special issue with many articles highlighting different aspects)
• S. N. Dorogovtsev, A. V. Goltsev, and J. F. F. Mendes, Critical phenomena in complex networks, arXiv:0705.0010
• R. A. Blythe and M. R. Evans, Nonequilibrium Steady States of Matrix Product Form: A Solver's Guide, arXiv:0706.1678
• K. Huang, Protein Folding as a Physical Stochastic Process, arXiv:0707.2388
• L. M. Martyushev, Do Nonequilibrium Processes Have Features in Common?, arXiv:0709.0152 (short note)
• C. Vega, E. Sanz, J. L. F. Abascal, and E. G. Noya, Determination of phase diagrams via computer simulation: methodology and applications to water, electrolytes and proteins, J. Phys.: Condens. Matter 20, 153101 (2008)
• R. Frigg, A Field Guide to Recent Work on the Foundations of Statistical Mechanics, arXiv:0804.0399
• D. Mukamel, Statistical Mechanics of systems with long range interactions, arXiv:0811.3120

Other fields, general and interdisciplinary physics

• P. Carruthers and F. Zachariasen, Quantum collision theory with phase-space distributions, Rev. Mod. Phys. 55, 245 (1983) (Wigner-function approach)
• D. Aharonov, Quantum Computation, quant-ph/9812037, Annual Reviews of Computational Physics, vol. VI (World Scientific, 1998) (extensive review, includes clear discussions of the underlying concepts in theoretical computer science and of quantum algorithms)
• A. M. J. Schakel, Time-Dependent Ginzburg-Landau Theory and Duality, cond-mat/9904092 (discussing BCS and BEC limits and duality)
• B. Mashhoon, F. Gronwald, and H. I. M. Lichtenegger, Gravitomagnetism and the Clock Effect, gr-qc/9912027 (gravitoelectromagnetic field, approximate derivation from GTR)
• A. Unzicker, What can Physics learn from Continuum Mechanics?, gr-qc/0011064 (topological defects, continuum mechanics, spacetime, and Einstein's teleparallel theoy)
• G. E. Volovik, The Universe in a Helium Droplet (Clarendon Press, Oxford, 2003), http://ltl.tkk.fi/personnel/THEORY/volovik/book.pdf (book, common concepts in cosmology and condensed-matter theory)
• G. E. Volovik, Emergent physics on vacuum energy and cosmological constant, cond-mat/0507454 (ideas common to cosmology and condensed-matter theory)
• C. M. Bender, Making Sense of Non-Hermitian Hamiltonians, hep-th/0703096, Rep. Prog. Phys. (extensive review with lots of interesting details)
• B. Duplantier, Brownian Motion, "Diverse and Undulating", arXiv:0705.1951, expanded version of article in Einstein, 1905-2005, Poincaré Seminar 2005, edited by T. Damour, O. Darrigol, B. Duplantier, and V. Rivasseau, p. 201 (Birkhäuser, Basel, 2006) (extended historical review, also discussing mathematical aspects)
• D. Chowdhury, Resource Letter: Bio-molecular Nano-machines: where Physics, Chemistry, Biology and Technology meet, arXiv:0807.2731 (extensive review)
• D. V. Shirkov, 60 years of Broken Symmetries in Quantum Physics (From the Bogoliubov Theory of Superfluidity to the Standard Model), arXiv:0903.3194
• D. Sherrington, Physics and Complexity, arXiv:0903.3572, Phil. Mag. A (macroscopic complexity arising from simple microscopic properties)
• S. Fortunato, Community detection in graphs, arXiv:0906.0612
• H. J. Haubold, A. M. Mathai, and R. K. Saxena, Mittag-Leffler Functions and Their Applications, arXiv:0909.0230

Research Papers

Methods

Many-body theory

• W. Kohn and J. M. Luttinger, Quantum Theory of Electrical Transport Phenomena, Phys. Rev. 108, 590 (1957) (Boltzmann equation with collision integral derived from master equation)
• B. Velický, S. Kirkpatrick, and H. Ehrenreich, Single-Site Approximations in the Electronic Theory of Simple Binary Alloys, Phys. Rev. 175, 747 (1968) (detailed, partly pedagogical discussion of the CPA)
• A. H. MacDonald, S. M. Girvin, and D. Yoshioka, t/U expansion for the Hubbard model, Phys. Rev. B 37, 9753 (1988) (unitary transformation that removes terms that change the number of doubly occupied sites to any order) ; A. M. Oles, Comment, Phys. Rev. B 41, 2562 (1990); A. H. MacDonald, S. M. Girvin, and D. Yoshioka, Reply, Phys. Rev. B 41, 2565 (1990)
• D. N. Aristov, Indirect RKKY interaction in any dimensionality, Phys. Rev. B 55, 8064 (1997)
• D. Belitz and T. R. Kirkpatrick, Theory of many-fermion systems, Phys. Rev. B 56, 6513 (1997) (continuum many-fermion theory including potential disorder and interactions, uses bosonization, the replica trick, and saddle-point expansion, long paper)
• Y. B. Ivanov, J. Knoll, and D. N. Voskresensky, Self-Consistent Approximations to Non-Equilibrium Many-Body Theory, cond-mat/9807351 (generalization of Kadanoff-Baym approach with non-equilibrium Green functions)
• E. Lange, Renormalized vs. unrenormalized perturbation-theoretical approaches to the Mott transition, cond-mat/9810208, Mod. Phys. Lett. B 12, 915 (1998) (why unrenormalized perturbation theory often works better)
• A. Hübsch, M. Vojta, and K. W. Becker, Construction of size-consistent effective Hamiltonians for systems with arbitrary Hilbert space, J. Phys.: Condens. Matter 11, 8523 (1999), cond-mat/9909317
• D. Foerster, A planar diagram approach to the correlation problem, cond-mat/9912350 (large-N functional integral method for the Hubbard model based on an idea from QCD, nicely written, relation to FLEX)
• R. Renan, M. H. Pacheco, and C. A. S. Almeida, Treating some solid state problems with the Dirac equation, J. Phys. A: Math. Gen. 33, L509 (2000) (effective mass treatment of semiconductor heterostructures, how to use Dirac equation to derive it correctly)
• C. D. Batista and G. Ortiz, Generalized Jordan-Wigner Transformations, Phys. Rev. Lett. 86, 1082 (2001)
• R. Frésard and T. Kopp, Slave Bosons in Radial Gauge: the Correct Functional Integral Representation and Inclusion of Non-Local Interactions, Nucl. Phys. B 594, 769 (2001), cond-mat/0011296 (how to gauge away all phase fluctuations of slave bosons by making the Lagrange-multiplier fields dynamic)
• N. Dupuis, A new approach to strongly correlated fermion systems: the spin-particle-hole coherent-state path integral, cond-mat/0105062
• Y. Kakehashi, Many-body coherent potential approximation, dynamical coherent potential approximation, and dynamical mean-field theory, Phys. Rev. B 66, 104428 (2002) (shows that many-body CPA, dynamical CPA, and DMFT are equivalent, gives results for disordered Hubbard model)
• V. Gurarie and J. T. Chalker, Some Generic Aspects of Bosonic Excitations in Disordered Systems, Phys. Rev. Lett. 89, 136801 (2002)
• S. Sharma and C. Ambrosch-Draxl, Linear and Second-order Optical Response from First Principles, cond-mat/0305016 (in the independent particle approximation)
• M. Potthoff, Self-energy-functional approach: Analytical results and the Mott-Hubbard transition, cond-mat/0306278
• E. Langmann, Exactly solvable models for 2D interacting fermions, J. Phys. A: Math. Gen. 37, 407 (2004) cond-mat/0206045
• M. Potthoff, Non-perturbative construction of the Luttinger-Ward functional, cond-mat/0406671
• M. S. Laad and L. Craco, Cluster coherent potential approximation for the electronic structure of disordered alloys, J. Phys.: Condens. Matter 17, 4765 (2005) (generalization of CPA to include non-local correlations)
• F. Verstraete and J. I. Cirac, Mapping local Hamiltonians of fermions to local Hamiltonians of spins, cond-mat/0508353
• A. Rüegg, M. Indergand, S. Pilgram, and M. Sigrist, Slave-boson theory of the Mott transition in the two-band Hubbard model, cond-mat/0508691
• K. R. Patton and M. R. Geller, Infrared catastrophe and tunneling into strongly correlated electron systems: Beyond the x-ray edge limit, cond-mat/0509617
• V. Cvetkovic and J. Zaanen, Vortex duality: watching the dual side with order propagators, cond-mat/0511586
• U. Birkenheuer, P. Fulde, and H. Stoll, A simplified method for the computation of correlation effects on the band structure of semiconductors, cond-mat/0511626
• G. Vidal, Entanglement renormalization, cond-mat/0512165 (improved real-space RG procedure that includes an additional transformation reducing the entanglement between blocks)
• M. Berciu, Green's function of a dressed particle, cond-mat/0602195 (obtains an approximate full Green function by summing over all diagrams but averaging over the momenta of internal propagators, i.e., neglecting momentum conservation; shown to give good results for the Holstein model); G. L. Goodvin, M. Berciu, and G. A. Sawatzky, The Green's Function of the Holstein Polaron, cond-mat/0609597
• A. Toschi, A. A. Katanin, and K. Held, Dynamical vertex approximation - a step beyond dynamical mean field theory, cond-mat/0603100
• D. A. Rowlands, Investigation of the nonlocal coherent-potential approximation, cond-mat/0603370, J. Phys.: Condens. Matter 18, 3179 (2006)
• P. Gosselin, A. Bérard, and H. Mohrbach, Semiclassical Diagonalization of Quantum Hamiltonian and Equations of Motion with Berry Phase Corrections, hep-th/0603192
• P. Werner and A. J. Millis, Strong Coupling Continuous Time Impurity Solver: General Formulation and Application to Kondo Lattice and Two-Orbital Models, cond-mat/0607136
• S. Ostlund, The strong coupling Kondo lattice model as a Fermi gas, cond-mat/0703768 (exact mapping)
• M. Greiter and D. Schuricht, Many-spinon states and the secret significance of Young tableaux, arXiv:0705.1467
• M. B. Hastings, Quantum Belief Propagation, arXiv:0706.4094
• F. Mancini, A class of solvable models in Condensed Matter Physics, arXiv:0707.3839, Condens. Matter Phys. 9, 393 (2006) (model with general multi-particle density interactions, but without kinetic energy)
• B. Sutherland, The Structure of Integrable One-Dimensional Systems, arXiv:0708.0334 (relation of classical notion of integrable systems to the Bethe ansatz for the corresponding quantum system)
• M. Balzer, W. Hanke, and M. Potthoff, Mott transition in one dimension: Benchmarking dynamical cluster approaches, arXiv:0709.4620 (comparison with various other methods)
• V. A. Apinyan and T. K. Kopec, Effective pairing interaction in the two-dimensional Hubbard model within a spin rotationally invariant approach, Phys. Rev. B 78, 184511 (2008)
• J. Zaanen, F. Krüger, J.-H. She, D. Sadri, and S. I. Mukhin, Pacifying the Fermi-liquid: battling the devious fermion signs, arXiv:0802.2455 (fermionic path integral, includes review)
• J. Brinckmann and P. Wölfle, Diagrammatic approximations for the 2d quantum antiferromagnet: exact projection of auxiliary fermions, arXiv:0803.3312 (projection to implement local constraint on auxilliary-fermion number, exact projection compared to projection of average)
• J. P. Coe, K. Capelle, and I. D'Amico, Reverse engineering in many-body quantum physics: What many-body system corresponds to an effective single-particle equation?, arXiv:0809.0586
• A. Hackl and S. Kehrein, Unitary perturbation theory approach to real-time evolution problems, arXiv:0809.3524
• H. Mukaida and Y. Sakamoto, Exactness of the replica method in perturbation, arXiv:0809.4071
• A. N. Rubtsov, M. I. Katsnelson, A. I. Lichtenstein, and A. Georges, Dual fermion approach to the two-dimensional Hubbard model: Antiferromagnetic fluctuations and Fermi arcs, arXiv:0810.3819
• D. Belitz and T. R. Kirkpatrick, Electronic Transport at Low Temperatures: Diagrammatic Approach, arXiv:0812.0024 (conserving ladder approximation for the Kubo formula is consistent with result from Boltzmann equation)
• Z. Nussinov and G. Ortiz, Bond Algebras and Exact Solvability of Hamiltonians: Spin S=1/2 Multilayer Systems and Other Curiosities, arXiv:0812.4309 (how to construct models with exactly known spectra)
• S. N. Datta and A. Panda, All-temperature magnon theory of ferromagnetism, J. Phys.: Condens. Matter 21, 336003 (2009)
• Z.-C. Gu and X.-G. Wen, Tensor-entanglement-filtering renormalization approach and symmetry-protected topological order, Phys. Rev. B 80, 155131 (2009); see also Viewpoint: S. Sachdev, Tensor networks - a new tool for old problems, Physics 2, 90 (2009)
• S. G. Jakobs, M. Pletyukhov, and H. Schoeller, Properties of multi-particle Green and vertex functions within Keldysh formalism, arXiv:0902.2350
• A. Benlagra, K.-S. Kim, and C. Péepin, Luttinger-Ward functional approach in the Eliashberg framework : A systematic derivation of scaling for thermodynamics near a quantum critical point, arXiv:0902.3630
• M. Dunn, W. Blake Laing, D. Toth, and D. K. Watson, A Test of a New Interacting N-Body Wave Function, arXiv:0903.0875
• A. Croy and U. Saalmann, A partial fraction decomposition of the Fermi function, arXiv:0903.4824 (which converges much more rapidly than the Matsubara sum)
• K. B. Efetov, C. Pepin, and H. Meier, Exact bosonization for an interacting Fermi gas in arbitrary dimensions, arXiv:0907.3243 (said to avoid the sign problem)
• P. Werner and A. J. Millis, Dynamical Screening in Correlated Electron Materials, arXiv:1001.1377 (screening of the Hubbard-U interaction)
• J. Eckel, F. Heidrich-Meisner, S. G. Jakobs, M. Thorwart, M. Pletyukhov, and R. Egger, Comparative study of theoretical methods for nonequilibrium quantum transport, arXiv:1001.3773 (compare FRG, time-dependent DMRG, and iterative summation of real-time path integrals)
• J. Bünemann, A slave-boson mean-field theory for general multi-band Hubbard models, arXiv:1002.3228
• F. Fröwis, V. Nebendahl, and W. Dür, Tensor operators - constructions and applications for long-range interaction systems, arXiv:1003.1047
• P. Kopietz, L. Bartosch, L. Costa, A. Isidori, and A. Ferraz, Ward identities for the Anderson impurity model: derivation via functional methods and the exact renormalization group, arXiv:1003.1867
• J. E. Moussa, Approximate diagonalization method for many-fermion Hamiltonians, arXiv:1003.2596

See also: Statistical physics

Semiclassical theory

• M.-C. Chang and Q. Niu, Berry curvature, orbital moment, and effective quantum theory of electrons in electromagnetic fields, J. Phys.: Condens. Matter 20, 193202 (2008) (how to construct semiclassical theories for transport of electrons in crystals)
• A. Polkovnikov, Representation of quantum dynamics of interacting systems through classical trajectories, arXiv:0905.3384 (long paper, related to Wigner-Weyl formulation of quantum mechanics)

Field theory

• M. Bachmann, H. Kleinert, and A. Pelster, Recursive graphical construction of Feynman diagrams in quantum electrodynamics, Phys. Rev. D 61, 085017 (2000); H. Kleinert, A. Pelster, B. Kastening, and M. Bachmann, Recursive graphical construction of Feynman diagrams and their multiplicities in phi⁴ and phi²A theory, Phys. Rev. E 62, 1537 (2000)
• A. Pelster, H. Kleinert, and M. Bachmann, Functional Closure of Schwinger-Dyson Equations in Quantum Electrodynamics, Part 1: Generation of Connected and One-Particle Irreducible Feynman Diagrams, hep-th/0109014
• D. A. Ivanov and M. A. Skvortsov, Dyson-Maleev representation of nonlinear sigma-models, arXiv:0801.2180
• V. Cvetkovic, Z. Nussinov, and J. Zaanen, Ballistic properties of crystalline defects, arXiv:0905.2996
• H. D. Zeh, Quantum discreteness is an illusion, arXiv:0809.2904 (quantum mechanics derived from QFT and what we learn and unlearn from it)

Random matrix theory

• P. J. Forrester and E. M. Rains, Inter-relationships between orthogonal, unitary and symplectic matrix ensembles, arXiv:solv-int/9907008 (containing a review on random matrix ensembles, including non-standard ones)
• I. E. Smolyarenko and B. D. Simons, Parametric statistics of individual energy levels in random Hamiltonians, Phys. Rev. E 67, 025202(R) (2003)
• A. T. Görlich and A. Jarosz, Addition of Free Unitary Random Matrices, math-ph/0408019
• M. M. Duras, Simulations of fluctuations of quantum statistical systems of electrons, cond-mat/0506062 (definition and basic properties of random-matrix ensembles); Quantum fluctuations of systems of interacting electrons in two spatial dimensions, cond-mat/0510409
• G. M. Cicuta and H. Orland, Real symmetric random matrices and replicas, cond-mat/0607517 (contains a detailed introduction/review on random matrices and the replica formalism)
• E. Gudowska-Nowak, R. J. Janik, J. Jurkiewicz, M. A. Nowak, and W. Wieczorek, Random walkers versus random crowds: diffusion of large matrices, cond-mat/0612438 (study dynamics of independent random walk of all matrix components)
• U. Magnea, Random matrices beyond the Cartan classification, arXiv:0707.0418 (focusing on non-hermitian matrices)
• T. Rogers and I. P. Castillo, Cavity approach to the spectral density of non-Hermitian sparse matrices, arXiv:0810.0991
• K. E. Bassler, P. J. Forrester, and N. E. Frankel, Eigenvalue Separation in Some Random Matrix Models, arXiv:0810.1554 (mainly for shifted Gaussian distribution of components)
• X. Barillier-Pertuisel, O. Bohigas, and H. A. Weidenmüller, Random-Matrix Approach to RPA equations. I, arXiv:0807.3155 (concerning non-hermitian random matrices appearing in the context of the RPA)
• B. Vanderheyden and A. D. Jackson, Random matrix model for antiferromagnetism and superconductivity on a two-dimensional lattice, arXiv:0811.3571
• F. Franchini and V. E. Kravtsov, Horizon in Random Matrix Theory, Hawking Radiation and Flow of Cold Atoms, arXiv:0905.3533 (non-trivial equivalence of low-energy behavior of a certain RM ensemble and a field theory in curved space-time)
• E. Kanzieper, Replica Approach in Random Matrix Theory, arXiv:0909.3198, Oxford Handbook of Random Matrix Theory
• Z. Burda, R. A. Janik, and B. Waclaw, Spectrum of the Product of Independent Random Gaussian Matrices, arXiv:0912.3422
• A. Amir, Y. Oreg, and Y. Imry, Localization, anomalous diffusion and slow relaxations: a random distance matrix approach, arXiv:1002.2123 (matrix elements depend exponentially on the separations between randomly distributed points in real space)
• N. Saito, Y. Iba, and K. Hukushima, Multicanonical sampling of rare events in random matrices, arXiv:1002.4499

Density functional theory and its descendents

• N. A. Lima, M. F. Silva, L. N. Oliveira, and K. Capelle, Density-Functionals Not Based on the Electron Gas: Local-Density Approximation for a Luttinger Liquid, Phys. Rev. Lett. 90, 146402 (2003)
• J. Schirmer and A. Dreuw, Critique of the foundations of time-dependent density-functional theory, Phys. Rev. A 75, 022513 (2007) (claims that the Runge-Gross TDDFT is invalid); N. T. Maitra, K. Burke, and R. van Leeuwen, Comment on "Critique of the foundations of time-dependent density functional theory", arXiv:0710.0018
• C. A. Ullrich and I. V. Tokatly, Non-adiabatic electron dynamics in time-dependent density-functional theory, cond-mat/0602324 (comparison of two different approximations employed in TDDFT)
• C. A. Ullrich, Time-dependent density-functional theory beyond the adiabatic approximation: insights from a two-electron model system, cond-mat/0610341
• M. Di Ventra and R. D'Agosta, Stochastic Time-Dependent Current-Density-Functional Theory, Phys. Rev. Lett. 98, 226403 (2007)
• F. C. Alcaraz and K. Capelle, Density-functional formulations for quantum chains, cond-mat/0702080 (applied to quantum spin chains)
• Q.-M. Hu, K. Reuter, and M. Scheffler, Towards an exact treatment of exchange and correlation in materials: Application to the "CO adsorption puzzle" and other systems, cond-mat/0703354 (correction of exchange-correlation potential using quantum chemistry for clusters)
• K. M. Ho, J. Schmalian, and C. Z. Wang, Gutzwiller density functional theory for correlated electron systems, arXiv:0707.3459 (DFT for highly correlated systems)
• D. Rocca, R. Gebauer, Y. Saad, and S. Baroni, Turbo charging time-dependent density-functional theory with Lanczos chains, arXiv:0801.1393 (superoperator formulation of TDDFT, claims to obtain the entire spectrum with numerical effort comparable to finding the ground state in static DFT)
• S. Sharma, J. K. Dewhurst, N. N. Lathiotakis, and E. K. U. Gross, Reduced Density Matrix Functional for Many-Electron Systems, arXiv:0801.3787
• S. Schenk, M. Dzierzawa, P. Schwab, and U. Eckern, Successes and failures of Bethe Ansatz Density Functional Theory, arXiv:0802.2490 (compares DFT/LDA with exact Bethe ansatz for one-dimensional systems)
• G. Vignale, On the "Causality Paradox" of Time-Dependent Density Functional Theory, arXiv:0803.2727 (resolves the paradox)
• R. D'Agosta and M. Di Ventra, Stochastic time-dependent current-density functional theory: a functional theory of open quantum systems, arXiv:0805.3734
• D. Vieira and K. Capelle, Comparison of three different self-interaction corrections for an exactly solvable model system, arXiv:0807.2816 (overall, prefering Perdew-Zunger SIC)
• P. Mori-Sanchez, A. J. Cohen, and W. Yang, The discontinuous nature of the exchange-correlation functional - critical for strongly correlated systems, arXiv:0809.5108
• I. Dabo, M. Cococcioni, and N. Marzari, Non-Koopmans Corrections in Density-functional Theory: Self-interaction Revisited, arXiv:0901.2637
• Z. Liu and K. Burke, Adiabatic Connection for Strictly-Correlated Electrons, arXiv:0907.2736 (DFT using a strongly correlated but immobile instead of a non-interacting electron gas as the reference; see also the following entry)
• P. Gori-Giorgi, M. Seidl, and G. Vignale, Density functional theory for strongly interacting electrons, arXiv:0908.0669, Phys. Rev. Lett. (similar motivation to previous entry)
• Y.-K. Yu, Derivation of the Density Functional via Effective Action, arXiv:0910.0670 (long paper)
• D. R. Bowler and T. Miyazaki, Calculations on millions of atoms with DFT: Linear scaling shows its potential, arXiv:0911.3584
• X. Gao, J. Tao, G. Vignale, and I. V. Tokatly, Continuum Mechanics for Quantum Many-Body Systems: The Linear Response Regime, arXiv:1001.0616 (a closed equation for the current density, relies on the assumption of linear response)
• E. Luppi, H. Hübener, and V. Véniard, Second-Order Nonlinear Optics from First Principles, arXiv:1001.2472 (using TDDFT)
• V. U. Nazarov, G. Vignale, and Y.-C. Chang, On the relation between the scalar and tensor exchange-correlation kernels of the time-dependent density-functional theory, arXiv:1001.2795 (important for the connection between TDDFT and TDCDFT)
• A. Cangi, D. Lee, P. Elliott, and K. Burke, Leading Corrections to the Local Density Approximation, arXiv:1002.1351 (based on semiclassical approach, lead to substantial improvements over the LDA)
• H. Eschrig, T>0 ensemble state density functional theory revisited, arXiv:1002.4267

Quantum mechanics, atomic and molecular physics

• R. Schnalle and J. Schnack, Calculating the energy spectra of magnetic molecules: application of real- and spin-space symmetries, arXiv:1003.1909 (the progress is in making use of both real-space and spin-space symmetries)

Monte Carlo simulations

• R. H. Swendsen and J.-S. Wang, Nonuniversal critical dynamics in Monte Carlo simulations, Phys. Rev. Lett. 58, 86 (1987) (introducing cluster updates for the Potts model)
• A. M. Ferrenberg and R. H. Swendsen, New Monte Carlo technique for studying phase transitions, Phys. Rev. Lett. 61, 2635 (1988) (how to obtain information on the entire scaling regime close to a second order phase transition from a single simulation, for classical models)
• U. Wolff, Collective Monte Carlo Updating for Spin Systems, Phys. Rev. Lett. 62, 361 (1989) (including XY and Heisenberg models); Collective Monte Carlo updating in a high precision study of the x-y model, Nucl. Phys. B 322, 759 (1989)
• B. A. Berg and T. Neuhaus, Multicanonical ensemble: A new approach to simulate first-order phase transitions , Phys. Rev. Lett. 68, 9 (1992) (the seminal paper on multicanonical simulations, has a few typos)
• J. F. Corney and P. D. Drummond, Gaussian Quantum Monte Carlo Methods for Fermions and Bosons, Phys. Rev. Lett. 93, 260401 (2004), quant-ph/0404052; P. D. Drummond and J. F. Corney, Quantum phase-space simulations of fermions and bosons, Computer Phys. Commun. 169, 412 (2005), cond-mat/0506040 (QMC for fermions apparently avoiding the sign problem)
• M. Troyer and U.-J. Wiese, Computational Complexity and Fundamental Limitations to Fermionic Quantum Monte Carlo Simulations, Phys. Rev. Lett. 94, 170201 (2005) (shows that the sign problem is NP hard)
• A. W. Sandvik, Ground state projection of quantum spin systems in the valence bond basis, cond-mat/0509558 (QMC in a basis of valence bonds)
• B. Kyung, G. Kotliar, and A.-M. S. Tremblay, Quantum Monte Carlo Study of Strongly Correlated Electrons: Cellular Dynamical Mean-Field Theory, cond-mat/0601271 (a dynamical cluster/Monte Carlo hybrid method)
• W. Nadler and U. H. E. Hansmann, On Dynamics and Optimal Number of Replicas in Parallel Tempering Simulations, arXiv:0709.3289
• Y. Meurice, How to control nonlinear effects in Binder cumulants, arXiv:0712.1190
• E. Bittner, A. Nussbaumer, and W. Janke, Make life simple: unleash the full power of the parallel tempering algorithm, arXiv:0809.0571
• U. Wolff, Simulating the All-Order Strong Coupling Expansion I: Ising Model Demo, arXiv:0808.3934
• E. Farhi, J. Goldstone, D. Gosset, and H. B. Meyer, A Quantum Monte Carlo Method at Fixed Energy, arXiv:0912.4271
• M. Weigel and W. Janke, Error estimation and reduction with cross correlations, arXiv:1002.4517

Other numerical methods

• M. Capone, L. dé Medici, and A. Georges, Solving Dynamical Mean-Field Theory at very low temperature using Lanczos Exact Diagonalization, cond-mat/0512484
• J. Lou and A. W. Sandvik, Variational ground states of 2D antiferromagnets in the valence bond basis, cond-mat/0605034
• A. I. Toth, C. P. Moca, O. Legeza, and G. Zarand, Density matrix numerical renormalization group for non-Abelian symmetries, arXiv:0802.4332
• T. Barthel, U. Schollwöck, and S. R. White, Spectral functions in one-dimensional quantum systems at T>0, arXiv:0901.2342 (employing time-dependent DMRG and time-series prediction)

Various highly correlated systems

• P. B. Wiegmann, Exact solution of the s-d exchange model (Kondo problem), J. Phys. C 14, 1463 (1981) (a relatively detailed paper using the Bethe ansatz)
• W. Metzner, Linked-cluster expansion around the atomic limit of the Hubbard model, Phys. Rev. B 43, 8549 (1990)
• M. Freedman, C. Nayak, K. Shtengel, K. Walker, and Z. Wang, A class of P,T-invariant topological phases of interacting electrons, Annals of Physics 310, 428 (2004) (contains review on relation between quantum field theory and topology)
• M. Garst, P. Wölfle, L. Borda, J. von Delft, and L. I. Glazman, Energy-resolved inelastic electron scattering off a magnetic impurity, Phys. Rev. B 72, 205125 (2005)
• A. H. Castro Neto, P. Pujol, and E. Fradkin, Ice: a strongly correlated proton system, cond-mat/0511092
• F. Fazileh, R. J. Gooding, W. A. Atkinson, and D. C. Johnston, The role of strong electronic correlations in the metal-to-insulator transition in disordered LiAl_yTi_2-yO₄, Phys. Rev. Lett. 96, 046410 (2006)
• S. Furukawa, G. Misguich, and M. Oshikawa, Systematic Derivation of Order Parameters through Reduced Density Matrices, Phys. Rev. Lett. 96, 047211 (2006)
• K.-S. Kim, Role of disorder in the Mott-Hubbard transition, cond-mat/0601326
• T. D. Stanescu, P. W. Phillips, and T.-P. Choy, Much Ado about Zeros: The Luttinger Surface and Mottness, cond-mat/0602280 (provide a straightforward proof that the single-particle Green function at the Fermi energy has a surface of zeroes at the non-interaction Fermi surface for a Mott insulator and draw interesting conclusions)
• D. Roosen, M. R. Wegewijs, and W. Hofstetter, Non-equilibrium dynamics of anisotropic large spins in the Kondo regime: Time-dependent numerical renormalization group analysis, arXiv:0705.3654 (one reservoir, not transport, time-dependent NRG)
• S. Glocke, A. Klümper, and J. Sirker, The Half-Filled One-Dimensional Extended Hubbard Model: Phase diagram and Thermodynamics, arXiv:0707.1015 (DMRG)
• G. Bergmann and L. Zhang, A Compact Approximate Solution to the Kondo Problem, arXiv:0707.1363
• K. A. Matveev, A. Furusaki, and L. I. Glazman, Bosonization of strongly interacting electrons, arXiv:0708.0212 (in one dimension)
• T. Barthel and U. Schollwöck, Dephasing and the steady state in quantum many-particle systems, arXiv:0711.4896
• T.-P. Choy, R. G. Leigh, P. Phillips, and P. D. Powell, Exact Integration of the High Energy Scale in Doped Mott Insulators, Phys. Rev. B 77, 014512 (2008)
• P. Strack, R. Gersch, and W. Metzner, Renormalization group flow for fermionic superfluids at zero temperature, arXiv:0804.3994
• F. Mancini and F. P. Mancini, One-dimensional extended Hubbard model in the atomic limit, arXiv:0804.4419 (extended here means with non-local interactions; extensive work containing many exact results obtained in the Hubbard-operator approach, also contains review of previous work and other approaches)
• S. Sachdev and X. Yin, Deconfined criticality and supersymmetry, arXiv:0808.0191 (exhibit parallels between deconfined criticality in antiferromagnets and supersymmetric gauge theories)
• T. Vojta, C. Kotabage, and J. A. Hoyos, Infinite-randomness quantum critical points induced by dissipation, Phys. Rev. B 79, 024401 (2009) (quantum phase transition in a spin chain with disorder and dissipation, find universality in the sense that details of the disorder do not matter for the low-energy effective theory); see also: G. Rafael, The universal behavior of a disordered system, Physics 2, 1 (2009) (viewpoint)
• D. Baeriswyl, D. Eichenberger, and M. Menteshashvili, Variational ground states of the two-dimensional Hubbard model, arXiv:0907.1593 (also compared to results from other approaches)
• G. S. Uhrig, Interaction Quenches of Fermi Gases, arXiv:0909.1553 (the jump in the momentum distribution vanishes smoothly and stays at the same place after interactions are switched on)
• F. G. Eich, S. Kurth, C. R. Proetto, S. Sharma, and E. K. U. Gross, Non-collinear spin-spiral phase for the uniform electron gas within Reduced-Density-Matrix-Functional Theory, arXiv:0910.0534 (going beyond Overhauser's seminal work, which was at the Hartree-Fock level)
• J. Figgins and D. K. Morr, Differential Conductance and Quantum Interference in Kondo Systems, arXiv:1001.4530

Quantum Hall effects

• K. Moon and K. Mullen, An accurate effective action for 'baby' to 'adult' skyrmions, cond-mat/9707250
• E. J. Bergholtz, J. Kailasvuori, E. Wikberg, T. H. Hansson, and A. Karlhede, The Pfaffian quantum Hall state made simple - multiple vacua and domain walls on a thin torus, cond-mat/0604251, Phys. Rev. B 74, 081308(R) (2006)
• K. Yang, S. Das Sarma, and A. H. MacDonald, Collective Modes and Skyrmion Excitations in Graphene SU(4) Quantum Hall Ferromagnets, cond-mat/0605666
• D. A. Abanin, P. A. Lee, and L. S. Levitov, Order from Disorder in Graphene Quantum Hall Ferromagnet, cond-mat/0611062 (gauge-field description of strain effects, topological defects)
• E. J. Bergholtz and A. Karlhede, A simple view on the quantum Hall system, cond-mat/0611181 (... on a thin torus)
• Y. Gallais, J. Yan, A. Pinczuk, L. N. Pfeiffer, and K. W. West, Soft Spin Wave Near nu = 1: Evidence for a Magnetic Instability in Skyrmion Systems, arXiv:0709.0541
• P. M. Ostrovsky, I. V. Gornyi, and A. D. Mirlin, Theory of Anomalous Quantum Hall Effects in Graphene, arXiv:0712.0597
• E. Berg, Y. Oreg, E.-A. Kim, and F. von Oppen, Fractional charges on an integer quantum Hall edge, arXiv:0812.4321
• G. Granger, J. P. Eisenstein, and J. L. Reno, Observation of Chiral Heat Transport in the Quantum Hall Regime, Phys. Rev. Lett. 102, 086803 (2009); see also H. A. Fertig, A view from the edge, Physics 2, 15 (2009)
• X. Du, I. Skachko, F. Duerr, A. Luican, and E. Y. Andrei, Fractional quantum Hall effect and insulating phase of Dirac electrons in graphene, Nature 462, 192 (2009) (compare following paper)
• K. I. Bolotin, F. Ghahari, M. D. Shulman, H. L. Stormer, and P. Kim, Observation of the fractional quantum Hall effect in graphene, Nature 462, 196 (2009) (compare previous paper)
• M. Dolev, Y. Gross, Y. C. Chung, M. Heiblum, V. Umansky, and D. Mahalu, Unexpectedly Large Quasiparticles Charge in the Fractional Quantum Hall Effect, arXiv:0911.3023

Magnetism

Diluted magnetic semiconductors - experiments on the (Ga,In,Mn)As system

• E. J. Singley, R. Kawakami, D. D. Awschalom, and D. N. Basov, Infrared Probe of Itinerant Ferromagnetism in Ga_1-xMn_xAs, Phys. Rev. B 89, 097203 (2002)
• E. J. Singley, K. S. Burch, R. Kawakami, J. Stephens, D. D. Awschalom, and D. N. Basov, Electronic structure and carrier dynamics of the ferromagnetic semiconductor Ga_1-xMn_xAs, Phys. Rev. B 68, 165204 (2003)
• K. S. Burch, J. Stephens, R. K. Kawakami, D. D. Awschalom, and D. N. Basov, Ellipsometric study of the electronic structure of Ga_1-xMn_xAs and low-temperature GaAs, Phys. Rev. B 70, 205208 (2004) (E₁ critical point blue-shifts with Mn concentration, fundamental gap not resolved)
• K. Hamaya, T. Koike, T. Taniyama, T. Fujii, Y. Kitamoto, and Y. Yamazaki, Dynamic relaxation of magnetic clusters in a ferromagnetic (Ga,Mn)As epilayer, cond-mat/0511392 (the Curie temperature may actually be a blocking temperature of clusters with high hole concentration)
• X. Liu and J. K. Furdyna, Ferromagnetic resonance in Ga_1-xMn_xAs dilute magnetic semiconductors, J. Phys.: Condens. Matter 18, R245 (2006)
• B. J. Kirby, J. A. Borchers, J. J. Rhyne, K. V. O'Donovan, S. G. E. te Velthuis, S. Roy, C. Sanchez-Hanke, T. Wojtowicz, X. Liu, W. L. Lim, M. Dobrowolska, and J. K. Furdyna, Magnetic and chemical non-uniformity in Ga_1-xMn_xAs as probed by neutron and x-ray reflectometry, Phys. Rev. B 74, 245304 (2006)
• D. Chiba, M. Yamanouchi, F. Matsukura, T. Dietl, and H. Ohno, Domain-wall resistance in ferromagnetic (Ga,Mn)As, cond-mat/0601464
• M. Yamanouchi, D. Chiba, F. Matsukura, T. Dietl, and H. Ohno, Velocity of domain-wall motion induced by electrical current in a ferromagnetic semiconductor (Ga,Mn)As, cond-mat/0601515
• K. Hamaya, T. Watanabe, T. Taniyama, A. Oiwa, Y. Kitamoto, and Y. Yamazaki, Magnetic anisotropy switching caused by highly hole-concentrated phase in (Ga,Mn)As, cond-mat/0601603
• C. Gould, K. Pappert, C. Rüster, R. Giraud, T. Borzenko, G. M. Schott, K. Brunner, G. Schmidt, and L. W. Molenkamp, Current Assisted Magnetization Switching in (Ga,Mn)As Nanodevices, cond-mat/0602135
• H. K. Choi et al., Evidence of metallic clustering in annealed Ga_1-xMn_xAs from atypical scaling behavior of the anomalous Hall coefficient, cond-mat/0603468 (support for metallic inclusions for material annealed at too high temperatures)
• S. H. Chun, Y. S. Kim, H. K. Choi, I. T. Jeong, W. O. Lee, K. S. Suh, Y. S. Oh, K. H. Kim, Z. G. Khim, J. C. Woo, and Y. D. Park, Interplay between carrier and impurity concentrations in annealed Ga_1-xMn_xAs intrinsic anomalous Hall Effect, cond-mat/0603808 (crossover between intrinsic and extrensic AHE)
• K. S. Burch, D. B. Shrekenhamer, E. J. Singley, J. Stephens, B. L. Sheu, R. K. Kawakami, P. Schiffer, N. Samarth, D. D. Awschalom, and D. N. Basov, Impurity Band Conduction in a High Temperature Ferromagnetic Semiconductor, cond-mat/0603851 (optical conductivity, analysis of shift of peak maximum with impurity concentration and of weight of the Drude peak)
• N. P. Stern, R.C. Myers, M. Poggio, A. C. Gossard, and D. D. Awschalom, Confinement engineering of s-d exchange interactions in GaMnAs quantum wells, cond-mat/0604576
• S. Russo, T. M. Klapwijk, W. Schoch, and W. Limmer, Correlation effects in the density of states of annealed GaMnAs, cond-mat/0605753 (tunneling in NbTiN/GaMnAs [Mn concentration 4.4%] structure, exhibits a correlation gap of initially 278 meV, which shrinks to 50 meV with annealing)
• R. C. Myers, B. L. Sheu, A. W. Jackson, A. C. Gossard, P. Schiffer, N. Samarth, and D. D. Awschalom, Antisite effect on ferromagnetism in (Ga,Mn)As, cond-mat/0606488
• G. Xiang, M. Zhu, B. L. Sheu, P. Schiffer, and N. Samarth, Non-collinear Spin Valve Effect in Ferromagnetic Semiconductor Trilayers, cond-mat/0607580
• D. Kitchen, A. Richardella, J.-M. Tang, M. E. Flatté, and A. Yazdani, Atom-by-Atom Substitution of Mn in GaAs and Visualization of their Hole-Mediated Interactions, cond-mat/0607765 (experiment and theory)
• S. Lee, A. Trionfi, T. Schallenberg, H. Munekata, and D. Natelson, Quantum coherence in ferromagnetic semiconductors: time-dependent universal conductance fluctuations and magnetofingerprint, cond-mat/0608036
• K. Pappert, M. J. Schmidt, S. Hümpfner, C. Rüster, G. M. Schott, K. Brunner, C. Gould, G. Schmidt, and L. W. Molenkamp, Magnetization-Switched Metal-Insulator Transition in a (Ga,Mn)As Tunnel Device, cond-mat/0608683
• V. Holy, Z. Matej, O. Pacherova, V. Novak, M. Cukr, K. Olejnik, and T. Jungwirth, Mn incorporation in as-grown and annealed (Ga,Mn)As layers studied by x-ray diffraction and standing-wave fluorescence, cond-mat/0609163 (substitutional Mn is rather immobile)
• T. Figielski, T. Wosinski, A. Morawski, A. Makosa, J. Wrobel, and J. Sadowski, Magneto-resistive memory in ferromagnetic (Ga,Mn)As nanostructures, cond-mat/0610535
• A. W. Rushforth, A. D. Giddings, K. W. Edmonds, R. P. Campion, C. T. Foxon and B. L. Gallagher, AMR and magnetometry studies of ultra thin GaMnAs films, cond-mat/0610692, physica status solidi (c)
• K. Pappert, S. Hümpfner, J. Wenisch, K. Brunner, C. Gould, G. Schmidt, and L. W. Molenkamp, Transport Characterization of the Magnetic Anisotropy of (Ga,Mn)As, cond-mat/0611156
• J.M. Kivioja, M. Prunnila, S. Novikov, P. Kuivalainen, and J. Ahopelto, Energy Transport between Hole Gas and Crystal Lattice in Diluted Magnetic Semiconductor, cond-mat/0611704
• S. Ohya, K. Ohno, and M. Tanaka, Magneto-optical and magnetotransport properties of heavily Mn-doped GaMnAs, cond-mat/0612055 (10 nm thin films with up to 21.3% Mn, claimed to be homogeneous)
• S. Hümpfner, M. Sawicki, K. Pappert, J. Wenisch, K. Brunner, C. Gould, G. Schmidt, T. Dietl, and L. W. Molenkamp, Lithographic engineering of anisotropies in (Ga,Mn)As, cond-mat/0612439
• V. V. Rylkov, A. S. Lagutin, B. A. Aronzon, V. V. Podolskii, V. P. Lesnikov, M. Goiran, J. Galibert, B. Raquet, and J. Leotin, Peculiarities of the transport properties of InMnAs layers, produced by the laser deposition, in strong magnetic fields, cond-mat/0612641
• G. S. Chang, E. Z. Kurmaev, L. D. Finkelstein, H. K. Choi, W. O. Lee, Y. D. Park, T. M. Pedersen, and A. Moewes, Post-annealing effect on the electronic structure of Mn atoms in Ga_1-xMn_xAs probed by resonant inelastic x-ray scattering, J. Phys.: Condens. Matter 19, 076215 (2007) (interstitial Mn diffuses to surface and is passivated by oxydation)
• L. P. Rokhinson, Y. Lyanda-Geller, Z. Ge, S. Shen, X. Liu, M. Dobrowolska, and J. K. Furdyna, Weak localization in Ga_1-xMn_xAs: evidence of impurity band transport, Phys. Rev. B 76, 161201(R) (2007) (5% and 6.5% Mn); N. V. Agrinskaya and V. I. Kozub, Comment, arXiv:0912.0642 (suggest that low-temperature features are due to a superconducting transition in the indium leads)
• K. Pappert, S. Hümpfner, C. Gould, J. Wenisch, K. Brunner, G. Schmidt, and L. W. Molenkamp, Exploiting Locally Imposed Anisotropies in (Ga,Mn)As: a Non-volatile Memory Device, cond-mat/0701478; J. Wenisch, C. Gould, L. Ebel, J. Storz, K. Pappert, M. J. Schmidt, C. Kumpf, G. Schmidt, K. Brunner, and L. W. Molenkamp, Control of magnetic anisotropy in (Ga,Mn)As by lithography-induced strain relaxation, cond-mat/0701479
• A. W. Rushforth, K. Vyborny, C. S. King, K. W. Edmonds, R. P. Campion, C. T. Foxon, J. Wunderlich, A. C. Irvine, P. Vasek, V. Novák, K. Olejník, T. Jungwirth, and B. L. Gallagher, The Origin and Control of the Sources of Anisotropic Magnetoresistance in (Ga,Mn)As Devices, cond-mat/0702357
• J. Wang, I. Cotoros, K. M. Dani, D. S. Chemla, X. Liu, and J. K. Furdyna, Ultrafast Enhancement of Ferromagnetism via Photoexcited Holes in GaMnAs, cond-mat/0702439
• L. Thevenard, L. Largeau, O. Mauguin, A. Lemaitre, K. Khazen, and J. von Bardeleben, Evolution of the magnetic anisotropy with carrier density in hydrogenated (Ga,Mn)As, cond-mat/0702548
• D. Neumaier, K. Wagner, S. Geissler, U. Wurstbauer, J. Sadowski, W. Wegscheider, and D. Weiss, Weak localization in ferromagnetic (Ga,Mn)As nanostructures, cond-mat/0703053
• V. Novak, K. Olejnik, M. Cukr, L. Smrcka, Z. Remes, and J. Oswald, Substrate temperature changes during MBE growth of GaMnAs, arXiv:0704.2485
• J. Honolka, S. Masmanidis, H. X. Tang, D. D. Awschalom, and M. L. Roukes, Magnetotransport properties of strained (Ga0.95, Mn0.05)As epilayers close to the metal-insulator transition: Description using Aronov-Altshuler three-dimensional scaling theory, arXiv:0705.0121 (experiment and theory, finding good agreement)
• J. Qi, Y. Xu, N. Tolk, X. Liu, J. K. Furdyna, and I. E. Perakis, Coherent Magnetization Precession in GaMnAs induced by Ultrafast Optical Excitation, arXiv:0706.4270 (local heating by laser pulse leads to reorientation of easy axis)
• T. Slupinski, J. Caban, and K. Moskalik, Hole Transport in Impurity Band and Valence Bands Studied in Moderately Doped GaAs:Mn Single Crystals, arXiv:0707.0968 (up to 0.3% Mn)
• J. Wunderlich, A. C. Irvine, J. Zemen, V. Holy, A. W. Rushforth, E. De Ranieri, U. Rana, K. Vyborny, J. Sinova, C. T. Foxon, R. P. Campion, D. A. Williams, B. L. Gallagher, and T. Jungwirth, Magnetocrystalline anisotropy controlled local magnetic configurations in (Ga,Mn)As spin-transfer-torque microdevices, arXiv:0707.3329 (includes theory)
• R. Farshchi, P. D. Ashby, D. J. Hwang, C. P. Grigoropoulos, R.V. Chopdekar, Y. Suzuki, and O. D. Dubon, Hydrogen patterning of Ga_1-xMn_xAs for planar spintronics, arXiv:0708.0389
• M. Zhu, X. Li, G. Xiang, and N. Samarth, Random telegraph noise from magnetic nanoclusters in the ferromagnetic semiconductor (Ga,Mn)As, arXiv:0708.1895
• B. J. Kirby, J. A. Borchers, X. Liu, Y. J. Cho, M. Dobrowolska, and J. K. Furdyna, Definitive Evidence of Interlayer Coupling Between (Ga,Mn)As, arXiv:0708.2289 (show that magnetic coupling in (Al,Be,Ga)As/(Ga,Mn)As/GaAs/(Ga,Mn)As depends on spacer thickness)
• G. V. Astakhov, R. I. Dzhioev, K. V. Kavokin, V. L. Korenev, M. V. Lazarev, M. N. Tkachuk, Yu. G. Kusrayev, T. Kiessling, W. Ossau, and L. W. Molenkamp, Suppression of electron spin relaxation in Mn-doped GaAs, arXiv:0710.0246
• A. Kudelski, A. Lemaitre, A. Miard, P. Voisin, T. C. M. Graham, R. J. Warburton, and O. Krebs, Optically probing the fine structure of a single Mn atom in an InAs quantum dot, arXiv:0710.5389
• D. Neumaier, M. Schlapps, U. Wurstbauer, J. Sadowski, M. Reinwald, W. Wegscheider, and D. Weiss, Electron-electron interaction in 2D and 1D ferromagnetic (Ga,Mn)As, arXiv:0711.3278 (also with theoretical interpretation)
• A. A. Freeman, K. W. Edmonds, G. van der Laan, R. P. Campion, N. R. S. Farley, A. W. Rushforth, T. K. Johal, C. T. Foxon, B. L. Gallagher, A. Rogalev, and F. Wilhelm, Valence band orbital polarization in III-V ferromagnetic semiconductors, arXiv:0801.0673
• Y. Takeda, M. Kobayashi, T. Okane, T. Ohkochi, J. Okamoto, Y. Saitoh, K. Kobayashi, H. Yamagami, A. Fujimori, A. Tanaka, J. Okabayashi, M. Oshima, S. Ohya, P. N. Hai, and M. Tanaka, Nature of magnetic coupling between Mn ions in as-grown Ga_1-xMn_xAs studied by x-ray magnetic circular dichroism, arXiv:0801.1155 (ferromagnetic correlations seen above T_C, role of interstitials)
• M. Overby, A. Chernyshov, L. P. Rokhinson, X. Liu, and J. K. Furdyna, GaMnAs-based hybrid multiferroic memory device, arXiv:0801.4191
• A. Sugawara, H. Kasai, A. Tonomura, P. D. Brown, R. P. Campion, K.W. Edmonds, B. L. Gallagher, J. Zemen, and T. Jungwirth, Domain walls in (Ga,Mn)As diluted magnetic semiconductor, arXiv:0802.1574 (experiment and theory)
• E. Rozkotova, P. Nemec, P. Horodyska, D. Sprinzl, F. Trojanek, P. Maly, V. Novak, K. Olejnik, M. Cukr, and T. Jungwirth, Light-induced magnetization precession in GaMnAs, arXiv:0802.2043 (experiment and theory)
• K. W. Edmonds, G. van der Laan, N. R. S. Farley, E. Arenholz, R. P. Campion, C. T. Foxon, and B. L. Gallagher, Strain dependence of the Mn anisotropy in ferromagnetic semiconductors observed by x-ray magnetic circular dichroism, arXiv:0802.2061
• I. Stolichnov, S. W. E. Riester, H. J. Trodahl, N. Setter, A. W. Rushforth, K. W. Edmonds, R. P. Campion, C. T. Foxon, B. L. Gallagher, and T. Jungwirth, Nonvolatile ferroelectric control of ferromagnetism in (Ga,Mn)As, arXiv:0802.2074 (ferromagnetic/ferroelectric bilayer)
• K. Olejnik, M. H. S. Owen, V. Novak, J. Masek, A. C. Irvine, J. Wunderlich, and T. Jungwirth, Enhanced annealing, high Curie temperature and low-voltage gating in (Ga,Mn)As: A surface oxide control study, arXiv:0802.2080
• W. Limmer, J. Daeubler, L. Dreher, M. Glunk, W. Schoch, S. Schwaiger, and R. Sauer, Advanced resistivity model for arbitrary magnetization orientation applied to a series of compressive- to tensile-strained (Ga,Mn)As layers, arXiv:0802.2635 (experiment and model)
• E. De Ranieri, A. W. Rushforth, K. Vyborny, U. Rana, E. Ahmed, R. P. Campion, C. T. Foxon, B. L. Gallagher, A. C. Irvine, J. Wunderlich, and T. Jungwirth, Lithographically and electrically controlled strain effects on anisotropic magnetoresistance in (Ga,Mn)As, arXiv:0802.3344
• C. Gould, S. Mark, K. Pappert, G. Dengel, J. Wenisch, R. P. Campion, A. W. Rushforth, D. Chiba, Z. Li, X. Liu, W. Van Roy, H. Ohno, J. K. Furdyna, B. Gallagher, K. Brunner, G. Schmidt, and L. W. Molenkamp, An extensive comparison of anisotropies in MBE grown (Ga,Mn)As material, arXiv:0802.4206 (comparison of samples grown by the leading groups)
• E. Rozkotova, P. Nemec, D. Sprinzl, P. Horodyska, F. Trojanek, P. Maly, V. Novak, K. Olejnik, M. Cukr, and T. Jungwirth, Laser-induced Precession of Magnetization in GaMnAs, arXiv:0803.0320
• A. D. Giddings, O. N. Makarovsky, M. N. Khalid, S. Yasin, K. W. Edmonds, R. P. Campion, J. Wunderlich, T. Jungwirth, D. A. Williams, B. L. Gallagher, and C. T. Foxon, Huge tunnelling anisotropic magnetoresistance in (Ga,Mn)As nanoconstrictions, arXiv:0803.3416
• J.-M. Jancu, J.-Ch. Girard, M. Nestoklon, A. Lemaitre, F. Glas, and Z. Z. Wang, STM images of sub-surface Mn atoms in GaAs: evidence of hybridization of surface and impurity states, arXiv:0803.3975 (emphasizing that surface states are crucial for the understanding of STM images of sub-surface dopands)
• V. Novák, K. Olejník, J. Wunderlich, M. Cukr, K. Vyborny, A. W. Rushforth, R. P. Campion, B. L. Gallagher, Jairo Sinova, and T. Jungwirth, Singularity in temperature derivative of resistivity in (Ga,Mn)As at the Curie point, arXiv:0804.1578 (experiment and theory, case of high T_c, i.e., resistivity likely not dominated by disorder)
• M. A. Scarpulla, R. Farshchi, P. R. Stone, R. V. Chopdekar, K. M. Yu, Y. Suzuki, and O. D. Dubon, Electrical transport and ferromagnetism in Ga_1-xMn_xAs synthesized by ion implantation and pulsed-laser melting, arXiv:0804.1612
• N. A. Goncharuk, J. Kucera, K. Olejnik, V. Novak, L. Smrcka, Z. Matej, L. Nichtova, and V. Holy, Study of Mn K-edge XANES in (Ga,Mn)As diluted magnetic semiconductors, arXiv:0805.0957 (experiment and ab-initio theory: signatures of substitutional and intersitial Mn are distinct, concentration of Mn institials is found to decrease but not vanish upon annealing)
• A. Wirthmann, X. Hui, N. Mecking, Y. S. Gui, T. Chakraborty, M. Reinwald, C. Schüller, W. Wegscheider, and C.-M. Hu, Broadband electrical detection of spin excitations in (Ga,Mn)As using a photovoltage technique, arXiv:0806.0785
• P. R. Stone, K. Alberi, S. K. Z. Tardif, J. W. Beeman, K. M. Yu, W. Walukiewicz, and O. D. Dubon, Metal-insulator transition by isovalent anion substitution in Ga_1-xMn_xAs: Implications to ferromagnetism, arXiv:0807.3722 (substitution of P and N for As in the percent range drives the system insulating and reduces the Curie temperature by about 50%)
• M. Wang, R. P. Campion, A. W. Rushforth, K. W. Edmonds, C. T. Foxon, and B. L. Gallagher, Achieving High Curie Temperature in (Ga,Mn)As, arXiv:0808.1464, Appl. Phys. Lett. 93, 132103 (2008)
• E. H. C. P. Sinnecker, G. M. Penello, T. G. Rappoport, M. M. Sant'Anna, M. P. Pires, X. Liu, and J. K. Furdyna, Effect of structural disorder on the magnetic properties of GaMnAs epilayers, arXiv:0811.3158 (layers of 200 nm thickness with nominally 5% Mn doping, ion irradiation to introduce defects, magnetism are found to be rather robust under irradiation, authors conclude that holes reside in an impurity band)
• D. Neumaier, M. Turek, U. Wurstbauer, A. Vogl, M. Utz, W. Wegscheider, and D. Weiss, All electrical measurement of the density of states in (Ga,Mn)As, arXiv:0902.2675 (measured density of states is in agreement with models having no disorder [for 3D case] or merged impurity and valence bands [for 1D and 2D])
• M. Glunk, J. Daeubler, L. Dreher, S. Schwaiger, W. Schoch, R. Sauer, W. Limmer, A. Brandlmaier, S. T. B. Goennenwein, C. Bihler, and M. S. Brandt, Magnetic anisotropy in (Ga,Mn)As: Influence of epitaxial strain and hole concentration, arXiv:0904.1565
• R. Gonzalez-Arrabal, Y. Gonzalez, L. Gonzalez, M. Garcia-Hernandez, F. Munnik, and M. S. Martin-Gonzalez, Room temperature ferromagnetic-like behavior in Mn-implanted and post-annealed InAs layers deposited by Molecular Beam Epitaxy, arXiv:0904.2132 (attributed to oxygen-deficient MnO₂ (!) segregation)
• M. Schlapps, T. Lermer, S. Geissler, D. Neumaier, J. Sadowski, D. Schuh, W. Wegscheider, and D. Weiss, Transport through (Ga,Mn)As nanoislands: Coulomb-blockade and temperature dependence of the conductance, arXiv:0904.3225
• C. Sun, J. Kono, Y. Cho, A. K. Wojcik, A. Belyanin, and H. Munekata, Magneto-optical Kerr Spectroscopy of GaMnAs: Interband or Impurity Transitions?, arXiv:0907.1546 (results can be explained within the kinetic-exchange picture using a Luttinger-Kohn Hamiltonian)
• G. Acbas, M.-H. Kim, M. Cukr, V. Novak, M. A. Scarpulla, O. D. Dubon, T. Jungwirth, J. Sinova, and J. Cerne, Electronic structure of ferromagnetic semiconductor Ga1-xMnxAs probed by sub-gap magneto-optical spectroscopy, arXiv:0907.0207 (supports the valence-band picture)
• M. Cubukcu, H. J. von Bardeleben, Kh. Khazen, J. L. Cantin, O. Mauguin, L. Largeau, and A. Lemaitre, Phosphorous alloying: controlling the magnetic anisotropy in ferromagnetic (Ga,Mn)(As,P) Layers, arXiv:0908.0063
• M. Glunk, J. Daeubler, W. Schoch, R. Sauer, and W. Limmer, Scaling relation of the anomalous Hall effect in (Ga,Mn)As, arXiv:0908.2935
• O. Krebs, E. Benjamin, and A. Lemaître, Magnetic anisotropy of singly Mn-doped InAs/GaAs quantum dots, arXiv:0909.0877 (surprising splitting, but well explained by theoretical model)
• M. Sawicki, D. Chiba, A. Korbecka, Y. Nishitani, J. A. Majewski, F. Matsukura, T. Dietl, and H. Ohno, Experimental probing of the interplay between ferromagnetism and localization in (Ga,Mn)As, arXiv:0909.3694, Nature Physics (published online 2009, doi:10.1038/nphys1455) (T_c decreases monotonically when the hole concentration is reduced by a gate voltage for a Mn concentration of about 7%, no sign of an impurity band)
• A. Richardella, P. Roushan, S. Mack, B. Zhou, D. A. Huse, D. D. Awschalom, and A. Yazdani, Visualizing Critical Correlations near the Metal-Insulator Transition in Ga1-xMnxAs, Science 327, 665 (2010) (STM); see also Perspective: G. A. Fiete and A. de Lozanne, Seeing Quantum Fractals, Science 327, 652 (2010)
• C. Celebi, J. K. Garleff, A. Yu. Silov, A. M. Yakunin, P. M. Koenraad, W. Van Roy, J.-M. Tang, and M. E. Flatté, Surface Induced Asymmetry of Acceptor Wave Functions, Phys. Rev. Lett. 104, 086404 (2010) (STM experiments, also compared to tight-binding calculations)
• K. Olejnik, P. Wadley, J. A Haigh, K. W. Edmonds, R. P. Campion, A. W. Rushforth, B. L. Gallagher, C. T. Foxon, T. Jungwirth, J. Wunderlich, S. S. Dhesi, S. Cavill, G. van der Laan, and E. Arenholz, Exchange bias of a ferromagnetic semiconductor by a ferromagnetic metal, arXiv:1001.2449
• K. Y. Wang, K. W. Edmonds, A. C. Irvine, J. Wunderlich, A. W. Rushforth, R. P. Campion, D. A. Williams, C. T. Foxon, and B. L. Gallagher, Small Domain Wall Resistance in Perpendicular (Ga,Mn)As, arXiv:1001.2631
• Y. Nishitani, D. Chiba, M. Endo, M. Sawicki, F. Matsukura, T. Dietl, and H. Ohno, Curie temperature versus hole concentration in field-effect structures of Ga1-xMnxAs, arXiv:1001.3909 (support for Zener model with non-uniform carrier concentration)
• L. Dreher, D. Donhauser, J. Daeubler, M. Glunk, C. Rapp, W. Schoch, R. Sauer, and W. Limmer, Strain, magnetic anisotropy, and anisotropic magnetoresistance in (Ga,Mn)As on high-index substrates: application to (113)A-oriented layers, arXiv:1002.2179

For transport through magnetic systems see also Mesoscopic and nanoscopic transport

Diluted magnetic semiconductors - experiments on oxides, including d⁰ systems

• P. Sharma, A. Gupta, K. V. Rao, F. J. Owens, R. Sharma, R. Ahuja, J. M. O. Guillen, B. Johansson, and G. A. Gehring, Ferromagnetism above room temperature in bulk and transparent thin films of Mn-doped ZnO, Nature Materials 2, 673 (2003) (grown by laser ablation, also contains ab-initio calculations)
• M. S. R. Rao, S. Dhar, S. J. Welz, S. B. Ogale, D. C. Kundaliya, S. R. Shinde, S. E. Lofland, C. J. Metting, R. Erni, N. D. Browning, and T. Venkatesan, A New Ferromagnetic Insulator with Giant Magnetic Moment - Co:HfO₂, cond-mat/0405378 (a vacancy-driven mechanism for magnetic ordering is suggested)
• T. C. Kaspar, S. M. Heald, C. M.Wang, J. D. Bryan, T. Droubay, V. Shutthanandan, S. Thevuthasan, D. E. McCready, A. J. Kellock, D. R. Gamelin, and S. A. Chambers, Negligible magnetism in excellent structural quality Cr_xTi_1-xO₂ anatase: Contrast with high-T_C ferromagnetism in structurally defective Cr_xTi_1-xO₂,, Phys. Rev. Lett. 95, 217203 (2005) (defects are important for ferromagnetism)
• S. R. Shinde, S. B. Ogale, Abhijit S. Ogale, S. J. Welz, A. Lussier, Darshan C. Kundaliya, H. Zheng, S. Dhar, M. S. R. Rao, R. Ramesh, Y. U. Idzerda, N. D. Browning, and T. Venkatesan, Percolative Ferromagnetism in Anatase Co:TiO₂, cond-mat/0505265
• S. Duhalde, M. F. Vignolo, C. Chiliotte, C. E. Rodríguez Torres, L. A. Errico, A. F. Cabrera, M. Rentería, F.H. Sánchez, and M. Weissmann, Appearance of room temperature ferromagnetism in Cu-doped TiO_2-delta films, cond-mat/0505602
• K. R. Kittilstved, W. K. Liu, and D. R. Gamelin, Charge Transfer Excited State Contributions to Polarity Dependent Ferromagnetism in ZnO Diluted Magnetic Semiconductors, cond-mat/0510644 (analysis of impurity levels in ZnO:Mn and ZnO:Co, roughly agrees with Dietl for Co, but not for Mn, analysis confusing but probably correct, conclusions for ferromagnetism open for discussion)
• G. Herranz, M. Basletic, M. Bibes, R. Ranchal, A. Hamzic, E. Tafra, K. Bouzehouane, E. Jacquet, J.-P. Contour, A. Barthelemy, and A. Fert, Full oxide heterostructure combining a high-T_c diluted ferromagnet with a high-mobility conductor, cond-mat/0512533, Phys. Rev. B
• M. Naeem, S. K. Hasanain, M. Kobayashi, Y. Ishida, A. Fujimori, S. Buzby, and S. Ismat Shah, Effect of Reducing Atmosphere on the Magnetism of Zn_1-xCo_xO Nanoparticles, cond-mat/0512597, Nanotechnology 17, 2675 (2006) (oxygen vacancies necessary for room-temperature ferromagnetism)
• S. Thota, T. Dutta, and J. Kumar, On the sol-gel synthesis and thermal, structural, and magnetic studies of transition metal (Ni, Co, Mn) containing ZnO powders, J. Phys.: Condens. Matter 18, 2473 (2006) (find ferromagnetism only in Ni-doped ZnO, not in Co- or Mn-doped)
• S. D. Yoon, Y. Chen, A. Yang, T. L. Goodrich, X. Zuo, D. A. Arena, K. Ziemer, C. Vittoria, and V. G. Harris, Oxygen-defect-induced magnetism to 880 K in semiconducting anatase TiO_2-δ films, J. Phys.: Condens. Matter 18, L355 (2006) (ferromagnetism in absence of magnetic ions)
• L. Sangaletti, M. C. Mozzati, P. Galinetto, C. B. Azzoni, A. Speghini, M. Bettinelli, and G. Calestani, Ferromagnetism on a paramagnetic host background: the case of rutile TM:TiO₂ single crystals (TM = Cr, Mn, Fe, Co, Ni, Cu), J. Phys.: Condens. Matter 18, 7643 (2006)
• S. X. Zhang, S. B. Ogale, L. F. Fu, S. Dhar, D. C. Kundaliya, W. Ramadan, N. D. Browning, and T. Venkatesan, Consequences of niobium doping for the ferromagnetism and microstructure of anatase Co:TiO₂ films, Appl. Phys. Lett. 88, 012513 (2006), cond-mat/0601528
• S.-S. Yan, J. P. Liu, L. M. Mei, Y. F. Tian, H. Q. Song, Y. X. Chen, and G. L. Liu, Spin-dependent variable range hopping and magnetoresistance in Ti_1-xCo_xO₂ and Zn_1-xCo_xO magnetic semiconductor films, J. Phys.: Condens. Matter 18, 10469 (2006) (nanocrystaline and amorphous material prepared by sputtering, also contains model theory)
• G. S. Chang, E. Z. Kurmaev, D. W. Boukhvalov, L. D. Finkelstein, D. H. Kim, T.-W. Noh, A. Moewes, and T. A. Callcott, Clustering of impurity atoms in Co-doped anatase TiO₂ thin films probed with soft x-ray fluorescence, J. Phys.: Condens. Matter 18, 4243 (2006)
• A. Fouchet, W. Prellier, and B. Mercey, Influence of the microstructure on the magnetism of Co-doped ZnO thin films, cond-mat/0604468, J. Appl. Phys. (2006) (pulsed laser deposition, resistivity and magnetization measurements)
• D. Rubi, A. Calleja, J. Arbiol, X. G. Capdevila, M. Segarra, L. Aragones, and J. Fontcuberta, Structural and magnetic properties of ZnO:TM (TM: Co,Mn) nanopowders, cond-mat/0608014 (stress importance of defects)
• O. D. Jayakumar, I. K. Gopalakrishnan, K. Shasikala, and S. K. Kulshreshtha, Magnetic properties of Hydrogenated Li and Co doped ZnO nanoparticles, cond-mat/0610145
• O. D. Jayakumar, I. K. Gopalakrishnan, C. Sudakar, R. M. Kadam, and S. K. Kulshreshtha, Significant enhancement of room temperature ferromagnetism in surfactant coated polycrystalline Mn doped ZnO particles, cond-mat/0610170
• H. Pan, J. B. Yi, J. Y. Lin, Y. P. Feng, J. Ding, L. H. Van, and J. H. Yin, Carbon-doped ZnO: A New Class of Room Temperature Dilute Magnetic Semiconductor, cond-mat/0610870 (n-type and intrinsic; shows anomalous Hall effect)
• S. Zhou, K. Potzger, G. Zhang, F. Eichhorn, W. Skorupa, M. Helm, and J. Fassbender, Crystalline Ni nanoparticles as the origin of ferromagnetism in Ni implanted ZnO crystals, cond-mat/0611770
• A. Barla, G. Schmerber, E. Beaurepaire, A. Dinia, H. Bieber, S. Colis, F. Scheurer, J.-P. Kappler, P. Imperia, F. Nolting, F. Wilhelm, A. Rogalev, D. Muller, and J. J. Grob, Paramagnetism of the Co sublattice in ferromagnetic Zn_1-xCo_xO films, cond-mat/0612181
• S. Zhou, K. Potzger, H. Reuther, K. Kuepper, W. Skorupa, M. Helm, and J. Fassbender, Absence of ferromagnetism in V-implanted ZnO single crystals, cond-mat/0612356, J. Appl. Phys.
• S. Zhou, K. Potzger, H. Reuther, G. Talut, F. Eichhorn, J. von Borany, W. Skorupa, M. Helm, and J. Fassbender, Crystallographically oriented magnetic ZnFe₂O₄ nanoparticles synthesized by Fe implantation into ZnO, cond-mat/0612444, J. Phys. D: Appl. Phys.
• C. Sudakar, P. Kharel, G. Lawes, R. Suryanarayanan, R. Naik, and V. M. Naik, Raman spectroscopic studies of oxygen defects in Co-doped ZnO films exhibiting room-temperature ferromagnetism, J. Phys.: Condens. Matter 19, 026212 (2007)
• J. Zhang, X. Z. Li, J. Shi, Y. F. Lu, and D. J. Sellmyer, Structure and magnetic properties of Mn-doped ZnO thin films, J. Phys.: Condens. Matter 19, 036210 (2007) (grown by PLD, characterized by x-ray diffraction etc., conclude that ferromagnetism is intrinsic)
• R. P. Borges, R. C. da Silva, S. Magalhaes, M. M. Cruz, and M. Godinho, Magnetism in Ar-implanted ZnO, J. Phys.: Condens. Matter 19, 476207 (2007), see also minor erratum
• S. Riyadi, Muafif, A. A. Nugroho, A. Rusydi, and M. O. Tjia, Mn-dopant-induced effects in Zn_1-xMn_xO compounds, J. Phys.: Condens. Matter 19, 476214 (2007)
• K. Potzger, Shengqiang Zhou, H. Reuther, K. Kuepper, G. Talut, M. Helm, and J. Fassbender, J. D. Denlinger, Suppression of secondary phase formation in Fe implanted ZnO single crystals, Appl. Phys. Lett. 91, 062107 (2007)
• V. Sridharan, S. Banerjee, M. Sardar, S. Dhara, N. Gayathri, and V. S. Sastry, Bulk ferromagnetism and large changes in photoluminescence intensity by magnetic field in beta-Ga₂O₃, cond-mat/0701232 (ferromagnetism is attributed to dilute oxygen vacancies)
• K. Ueno, T. Fukumura, H. Toyosaki, M. Nakano, and M. Kawasaki, Anomalous Hall effect in anatase Ti_1-xCo_xO₂ at low temperature regime, cond-mat/0701395
• D. Rubi, J. Fontcuberta, A. Calleja, Ll. Aragones, X.G. Capdevila, and M. Segarra, Reversible Ferromagnetic Switching in ZnO:(Co,Mn) Powders, cond-mat/0701473 (clearly showing the importance of defects for ferromagnetism)
• P. Sati, C. Deparis, C. Morhain, S. Schafer, and A. Stepanov, Antiferromagnetic interactions in single crystalline Zn1-xCoxO thin films, cond-mat/0702402; P. Sati, R. Hayn, R. Kuzian, S. Regnier, S. Schafer, A. Stepanov, C. Morhain, C. Deparis, M. Laugt, M. Goiran, and Z. Golacki, Magnetic Anisotropy of Co²⁺ as Signature of Intrinsic Ferromagnetism in ZnO:Co, cond-mat/0702410
• S. Banerjee, M. Mandal, N. Gayathri, and M. Sardar, Ferromagnetic Curie point above room temperature in bulk ZnO, cond-mat/0702486 (another example of "d⁰" ferromagnetism)
• C. E. Rodríguez Torres, F. Golmar, A. F. Cabrera, L. A. Errico, A. M. Mudarra Navarro, M. Rentería, F. H. Sánchez, and S. Duhalde, Magnetic and structural study of Cu-doped TiO₂ thin films, cond-mat/0702515 (...is ferromagnetic)
• D. Karmakar, S. K. Mandal, R. M. Kadam, P. L. Paulose, A. K. Rajarajan, T. K. Nath, A. K. Das, I. Dasgupta, and G. P. Das, Ferromagnetism in Fe-doped ZnO Nanocrystals: Experimental and Theoretical investigations, cond-mat/0702525 (experiment and LSDA calculations, suggesting importance of vacancies)
• S. D. Yoon, V. G. Harris, C. Vittoria, and A. Widom, Electronic Transport in the Oxygen Deficient Ferromagnetic Semiconducting TiO_2-delta, arXiv:0704.2211 (magnetically active Ti²⁺ and Ti³⁺ ions also play a role in transport, carrier density explained by exchange-split valence band and thermal activation)
• A. K Rumaiz, B. Ali, A. Ceylan, M. Boggs, T. Beebe, and S. Ismat Shah, Experimental studies on vacancy induced ferromagnetism in undoped TiO₂, arXiv:0704.2621 (suggest Stoner splitting of Ti d-band, which resides close to Fermi energy due to presence of oxygen vacancies)
• S. Banerjee, K. Rajendran, N. Gayathri, M. Sardar, S. Senthilkumar, and V. Sengodan, Quenching of ferromagnetism in bulk ZnO upon Mn doping, arXiv:0704.3541
• D.-Y. Cho, J.-M. Lee, S.-J. Oh, H. Jang, J.-Y. Kim, J.-H. Park, and A. Tanaka, Influence of oxygen vacancy on the electronic structure of HfO₂ film, arXiv:0707.2127 (vacancies induce partial occupation of Hf d-shell, but no long-range order)
• T. Dietl, T. Andrearczyk, A. Lipinska, M. Kiecana, M. Tay, and Y. Wu, Origin of ferromagnetism in (Zn,Co)O from magnetization and spin-dependent magnetoresistance, arXiv:0708.2476 (experiment and theory, importance of uncompensated spins at surfaces of clusters)
• T. Matsumura, D. Okuyama, S. Niioka, H. Ishida, T. Satoh, Y. Murakami, H. Toyosaki, Y. Yamada, T. Fukumura, and M. Kawasaki, X-ray Anomalous Scattering of Diluted Magnetic Oxide Semiconductors: Possible Evidence of Lattice Deformation for High Temperature Ferromagnetism, arXiv:0708.3876
• C.-F. Yu, T.-J. Lin, S.-J. Sun, and H. Chou, Origin of Ferromagnetism in nitrogen embedded ZnO:N thin films, arXiv:0708.4053 (discussion in terms of BMP model)
• S. Ghoshal and P. S. Anil Kumar, Suppression of the magnetic moment upon Co doping in ZnO thin film with an intrinsic magnetic moment, J. Phys.: Condens. Matter 20, 192201 (2008)
• Y.-Q. Song, H.-W. Zhang, Q.-Y. Wen, L. Peng, and J. Q. Xiao, Direct evidence of oxygen vacancy mediated ferromagnetism of Co doped CeO₂ thin films on Al₂O₃(0001) substrates, J. Phys.: Condens. Matter 20, 255210 (2008)
• M. Naeem, S. K. Hasanain, S. S. Afgan, and A. Rumaiz, Competing effects of Cu ionic charge and oxygen vacancies on the ferromagnetism of (Zn,Co)O nanoparticles, J. Phys.: Condens. Matter 20, 255223 (2008)
• G.-H. Ji, Z.-B. Gu, M.-H. Lu, D. Wu, S.-T. Zhang, Y.-Y. Zhu, S.-N. Zhu, and Y.-F. Chen, Ferromagnetism in Mn and Sb co-doped ZnO films, J. Phys.: Condens. Matter 20, 425207 (2008)
• F. Zhao, H. M. Qiu, L. Q. Pan, H. Zhu, Y. P. Zhang, Z. G. Guo, J. H. Yin, X. D. Zhao, and J. Q. Xiao, Ferromagnetism analysis of Mn-doped CuO thin films, J. Phys.: Condens. Matter 20, 425208 (2008)
• N. Akdogan, A. Nefedov, K. Westerholt, H. Zabel, H. W. Becker, C. Somsen, R. Khaibullin, and L. Tagirov, Intrinsic room temperature ferromagnetism in Co-implanted ZnO, arXiv:0805.0361
• N. Akdogan, A. Nefedov, H. Zabel, K. Westerholt, H.-W. Becker, C. Somsen, S. Goek, A. Bashir, R. Khaibullin, and L. Tagirov, High temperature ferromagnetism in Co-implanted TiO₂ rutile, arXiv:0807.1555 (observe two phases, one ferro- and one superparamagnetic [from clusters])
• N. Akdogan, H. Zabel, A. Nefedov, K. Westerholt, H.-W. Becker, S. Goek, R. Khaibullin, and L. Tagirov, Dose dependence of ferromagnetism in Co-implanted ZnO, arXiv:0807.4711
• S. Zhou, Q. Xu, K. Potzger, G. Talut, R. Grötzschel, J. Fassbender, M. Vinnichenko, J. Grenzer, M. Helm, H. Hochmuth, M. Lorenz, M. Grundmann, and H. Schmidt, Room temperature ferromagnetism in carbon-implanted ZnO, arXiv:0811.3487
• G. S. Chang, E. Z. Kurmaev, D. W. Boukhvalov, L. D. Finkelstein, A. Moewes, H. Bieber, S. Colis, and A. Dinia, Co and Al co-doping for ferromagnetism in ZnO:Co diluted magnetic semiconductors, J. Phys.: Condens. Matter 21 056002 (2009) (experiment and ab-initio calculations)
• M. M. Cruz, R. C. da Silva, N. Franco, and M. Godinho, Ferromagnetism induced in rutile single crystals by argon and nitrogen implantation, J. Phys.: Condens. Matter 21, 206002 (2009) (implanted TiO2)
• Z. H. Zhang, X. Wang, J. B. Xu, S. Muller, C. Ronning, and Q. Li, Evidence of intrinsic ferromagnetism in individual dilute magnetic semiconducting nanostructures, Nature Nanotechnology (2009)
• S. Zhou, E. Cizmar, K. Potzger, M. Krause, G. Talut, M. Helm, J. Fassbender, S. A. Zvyagin, J. Wosnitza, and H. Schmidt, Origin of magnetic moments in defective TiO₂ single crystals, arXiv:0902.2092, Phys. Rev. B (oxygen-ion irradiation leads to formation of defects providing spins that can order ferromagnetically)
• T. Kataoka, M. Kobayashi, Y. Sakamoto, G. S. Song, A. Fujimori, F.-H. Chang, H.-J. Lin, D. J. Huang, C. T. Chen, T. Ohkochi, Y. Takeda, T. Okane, Y. Saitoh, H. Yamagami, A. Tanaka, S. K. Mandal, T. K. Nath, D. Karmakar, and I. Dasgupta, Electronic structure and magnetism of the diluted magnetic semiconductor Fe-doped ZnO nano-particles, arXiv:0904.1838 (10% Fe, various x-ray techniques, interpretation of ferromagnetic signal in terms of ferrimagnetism: unequal numbers of Fe³⁺ ions in different lattice positions with antiferromagnetic coupling)
• S. Zhou, K. Potzger, Q. Xu, G. Talut, M. Lorenz, W. Skorupa, M. Helm, J. Fassbender, M. Grundmann, and H. Schmidt, Ferromagnetic transition metal implanted ZnO: a diluted magnetic semiconductor?, arXiv:0907.3536
• M. Kobayashi, Y. Ishida, J. I. Hwang, Y. Osafune, A. Fujimori, Y. Takeda, T. Okane, Y. Saitoh, K. Kobayashi, H. Saeki, T. Kawai, and H. Tabata, Indication of antiferromagnetic interaction between paramagnetic Co ions in the diluted magnetic semiconductor Zn_1-xCo_xO, arXiv:1001.0712

Diluted magnetic semiconductors - experiments on other compounds (nitrides etc.), including d⁰ systems

• N. Theodoropoulou, A. F. Hebard, S. N. G. Chu, M. E. Overberg, C. R. Abernathy, S. J. Pearton, R. G. Wilson, and J. M. Zavada, Magnetic Properties of Fe- and Mn-Implanted SiC, Electrochem. Solid-State Lett. 4 G119 (2001)
• M. Bolduc, C. Awo-Affouda, A. Stollenwerk, M. B. Huang, F. G. Ramos, G. Agnello, and V. P. LaBella, Above room temperature ferromagnetism in Mn-ion implanted Si, Phys. Rev. B 71, 033302 (2005)
• S. Dhar, L. Pérez, O. Brandt, A. Trampert, K. H. Ploog, J. Keller, and B. Beschoten, Gd-doped GaN: A very dilute ferromagnetic semiconductor with a Curie temperature above 300 K, Phys. Rev. B 72, 245203 (2005)
• M. A. Scarpulla, B. L. Cardozo, W. M. Hlaing Oo, M. D. McCluskey, and O. D. Dubon, Ferromagnetism in Ga_1-xMn_xP: evidence for inter-Mn exchange mediated by localized holes within a detached impurity band, cond-mat/0501275
• Y. Shuto, M. Tanaka, and S. Sugahara, Magneto-optical properties of a new group-IV ferromagnetic semiconductor Ge_1-xFe_x grown by low-temperature molecular beam epitaxy, cond-mat/0511328 (having maximum T_c of 170K at the maximum Fe concentration of 10%)
• S. Sugahara, K. L. Lee, S. Yada, and M. Tanaka, Precipitation of amorphous ferromagnetic semiconductor phase in epitaxially grown Mn-doped Ge thin films, cond-mat/0511361 (attribute DMS behavior to amorphous (Ge,Mn) clusters in pure Ge matrix)
• S. Sonoda, I. Tanaka, H. Ikeno, T. Yamamoto, F. Oba, T. Araki, Y. Yamamoto, K. Suga, Y. Nanishi, Y. Akasaka, K. Kindo, and H. Hori, Coexistence of Mn²⁺ and Mn³⁺ in ferromagnetic GaMnN, J. Phys.: Condens. Matter 18, 4615 (2006), modified version of cond-mat/0511435 under new title (evidence for room-temperature ferromagnetism in (Ga,Mn)N mediated by carriers in a deep Mn-d impurity band)
• S. Y. Han, J. Hite, G. T. Thaler, R. M. Frazier, C. R. Abernathy, S. J. Pearton, H. K. Choi, W. O. Lee, Y. D. Park, J. M. Zavada, and R. Gwilliam, Effect of Gd implantation on the structural and magnetic properties of GaN and AlN, Appl. Phys. Lett. 88, 042102 (2006)
• S. Dhara, B. Sundaravel, K. G. M. Nair, R. Kesavamoorthy, M. C. Valsakumar, T. V. Chandrasekhar Rao, L. C. Chen, and K. H. Chen, Ferromagnetism in cobalt doped n-GaN, Appl. Phys. Lett. 88, 173110 (2006)
• T. Dubroca, J. Hack, R. E. Hummel, and A. Angerhofer, Quasiferromagnetism in semiconductors, Appl. Phys. Lett. 88, 182504 (2006)
• P. R. Bandaru, J. Park, J. S. Lee, Y. J. Tang, L.-H. Chen, S. Jin, S. A. Song, and J. R. O'Brien, Enhanced room temperature ferromagnetism in Co- and Mn-ion-implanted silicon, Appl. Phys. Lett. 89, 112502 (2006)
• R. G. Wilks, E. Z. Kurmaev, L. M. Sandratskii, A. V. Postnikov, L. D. Finkelstein, T. P. Surkova, S. A. Lopez-Rivera, and A. Moewes, An x-ray emission and density functional theory study of the electronic structure of Zn_1-xMn_xS, J. Phys.: Condens. Matter 18, 10405 (2006) (no ferromagnetism, but giant Zeeman effect, no information on growth, also contains DFT calculations using the supercell approach)
• P. R. Stone, M. A. Scarpulla, R. Farshchi, I. D. Sharp, E. E. Haller, O. D. Dubon, K. M. Yu, J. W. Beeman, E. Arenholz, J. D. Denlinger, and H. Ohldag, Mn L_3,2 X-ray absorption and magnetic circular dichroism in ferromagnetic Ga_1-xMn_xP, cond-mat/0604003 (grown by ion implantation and pulsed-laser melting, shows similar properties as Mn-doped GaAs)
• S. Marcet et al., Magneto-optical spectroscopy of (Ga,Mn)N epilayers, cond-mat/0604025
• C. Jaeger, C. Bihler, T. Vallaitis, S. T. B. Goennenwein, M. Opel, R. Gross, and M. S. Brandt, Spin glass-like behavior of Ge:Mn, cond-mat/0604041
• S. Yoshii, S. Sonoda, T. Yamamoto, T. Kashiwagi, M. Hagiwara, Y. Yamamoto, Y. Akasaka, K. Kindo, and H. Hori, Evidence for Carrier-Induced High-T_c Ferromagnetism in Mn-doped GaN film, cond-mat/0604674 (Mn concentration 8.2%, room-temperature ferromagnetism, electronic localization and suppression of ferromagnetic order below 10 K); H. Hori, Y. Yamamoto, and S. Sonoda, A possible model to high T_C ferromagnetism in Gallium Manganese Nitrides based on resonation properties of impurities in semiconductors, cond-mat/0607708 (with some theoretical discussion based on double-exchange model)
• P. R. Stone, M. A. Scarpulla, R. Farshchi, I. D. Sharp, J. W. Beeman, K. M. Yu, E. Arenholz, J. D. Denlinger, E. E. Haller, and O. D. Dubon, Mn L_3,2 X-ray Absorption Spectroscopy And Magnetic Circular Dichroism In Ferromagnetic (Ga,Mn)P, cond-mat/0607393, Proceedings of ICPS-28
• R. Farshchi, M. A. Scarpulla, P. R. Stone, K. M. Yu, I. D. Sharp, J. W. Beeman, H. H. Silvestri, L. A. Reichertz, E. E. Haller, and O. D. Dubon, Compositional tuning of ferromagnetism in Ga_1-xMn_xP, cond-mat/0608133 (material is produced by ion implantation followed by laser melting and is always found to be insulating; the acceptor gap is found to shrink with increasing x)
• S. Sonoda, I. Tanaka, F. Oba, H. Ikeno, H. Hayashi, T. Yamamoto, Y. Yuba, K. Yoshida, M. Aoki, M. Asari, Y. Akasaka, K. Kindo, and H. Hori, Awaking of ferromagnetism in GaMnN through control of Mn valence, cond-mat/0608653 (conclude that Mn^2+/3+ mixed valence is crucial for ferromagnetism in (Ga,Mn)N)
• S. Ahlers, D. Bougeard, N. Sircar, G. Abstreiter, A. Trampert, M. Opel, and R. Gross, Magnetic and structural properties of GeMn films: precipitation of intermetallic nanomagnets, cond-mat/0611241, Phys. Rev. B 74 (2006) (5% Mn, find precipitates of ferromagnetic Mn₅Ge₃, superparamagnetism, study blocking temperature); D. Bougeard, S. Ahlers, A. Trampert, N. Sircar, and G. Abstreiter, Clustering in a precipitate free GeMn magnetic semiconductor, cond-mat/0611245, Phys. Rev. Lett. (2006) (5% Mn, no precipitates, but clusters with higher substitutional Mn concentration, no ferromagnetic long-range order, but superparamagnetism)
• A. Bonanni, M. Kiecana, C. Simbrunner, Tian Li, M. Sawicki, M. Wegscheider. M. Quast, H. Przybylinska, A. Navarro-Quezada, A. Wolos, W. Jantsch, and T. Dietl, Paramagnetic GaN:Fe and ferromagnetic (Ga,Fe)N - relation between structural, electronic, and magnetic properties, cond-mat/0612200, Phys. Rev. B
• S. Zhou, K. Potzger, G. Zhang, A. Muecklich, F. Eichhorn, N. Schell, R. Groetzschel, B. Schmidt, W. Skorupa, M. Helm, J. Fassbender, and D. Geiger, Structural and magnetic properties of Mn-implanted Si, cond-mat/0612612, Phys. Rev. B (Mn is incorporated as MnSi_1.7 clusters, not substitutionally)
• S. H. Song, M. H. Jung, and S. H. Lim, Spin glass behaviour of amorphous Ge-Mn alloy thin films, J. Phys.: Condens.Matter 19, 036211 (2007)
• J. M. Zavada, N. Nepal, C. Ugolini, J. Y. Lin, H. X. Jiang, R. Davies, J. Hite, C. R. Abernathy, S. J. Pearton, E. E. Brown, and U. Hömmerich , Optical and magnetic behavior of erbium-doped GaN epilayers grown by metal-organic chemical vapor deposition, Appl. Phys. Lett. 91, 054106 (2007) (very small magnetic moment per Er dopand)
• W. Pacuski, D. Ferrand, J. Cibert, J. A. Gaj, A. Golnik, P. Kossacki, S. Marcet, E. Sarigiannidou, and H. Mariette, Excitonic giant Zeeman effect in GaN:Mn³⁺, cond-mat/0703041 (find ferromagnetic hole-local moment exchange interaction)
• J. I. Hwang, Y. Osafune, M. Kobayashi, K. Ebata, Y. Ooki, Y. Ishida, A. Fujimori, Y. Takeda, T. Okane, Y. Saitoh, K. Kobayashi, and A. Tanaka, Depth profile high-energy spectroscopic study of Mn-doped GaN prepared by thermal diffusion, cond-mat/0703429 (found to be similar to MBE-grown samples; weak ferromagnetism for p-type GaN substrate)
• C. Bihler, M. Kraus, M. S. Brandt, S.T.B. Goennenwein, M. Opel, M. A. Scarpulla, R. Farshchi, and O. D. Dubon, Suppression of hole-mediated ferromagnetism in GaMnP by hydrogen, arXiv:0707.2777
• P. R. Stone, J. W. Beeman, K. M. Yu, and O. D. Dubon, Tuning of ferromagnetism through anion substitution in Ga-Mn-pnictide ferromagnetic semiconductors, arXiv:0707.4490 (anion substitution is found to decrease T_c)
• W. Pacuski, P. Kossacki, D. Ferrand, A. Golnik, J. Cibert, M. Wegscheider, A. Navarro-Quezada, A. Bonanni, M. Kiecana, M. Sawicki, and T. Dietl, Observation of strong-coupling effects in a diluted magnetic semiconductor (Ga,Fe)N, arXiv:0708.3296
• G. Mihaly, M. Csontos, S. Bordacs and I. Kezsmarki, T. Wojtowicz, X. Liu, B. Janko, and J. K. Furdyna, Anomalous Hall effect in (In,Mn)Sb dilute magnetic semiconductor, arXiv:0709.0059
• M. S. Seehra, P. Dutta, S. Neeleshwar, Y.-Y. Chen, C. L. Chen, S. W. Chou, C. C. Chen, C.-L. Dong, and C.-L. Chang, Size-Controlled Ex-nihilo Ferromagnetism in Capped CdSe Quantum Dots, Adv. Mat. 20, 1656 (2008) (room-temperature ferromagnetism without magnetic dopands, attributed to effect of capping)
• A. Ney, R. Rajaram, T. Kammermeier, V. Ney, S. Dhar, K. H. Ploog, and S. S. P. Parkin, Metastable magnetism and memory effects in dilute magnetic semiconductors, J. Phys.: Condens. Matter 20, 285222 (2008) (signal goes away over time, for Cr:InN and Gd:GaN)
• A. Geresdi, A. Halbritter, M. Csontos, Sz. Csonka, G. Mihaly, T. Wojtowicz, X. Liu, B. Janko, and J. K. Furdyna, Nanoscale spin-polarization in dilute magnetic semiconductor (In,Mn)Sb, arXiv:0801.1464
• M. Vladimirova, S. Cronenberger, P. Barate, D. Scalbert, F. J. Teran, and A. P. Dmitriev, Two kinds of spin precession modes in diluted magnetic semiconductors, arXiv:0801.4756 (Kerr measurements on II-VI DMS (Cd,Mn)Te showing that some Mn spins decouple from the electron system while others do not)
• S. Kuroda, N. Nishizawa, K. Takita, M. Mitome, Y. Bando, K. Osuch, and T. Dietl, Origin and control of high-temperature ferromagnetism in semiconductors, arXiv:0804.0322 (ferromagnetism in (Zn,Cr)Te is attributed to Cr-rich inclusions)
• S. D. Ganichev, S. A. Tarasenko, V. V. Bel'kov, P. Olbrich, W. Eder, D. R. Yakovlev, V. Kolkovsky, W. Zaleszczyk, G. Karczewski, T. Wojtowicz, and D. Weiss, Spin currents in diluted magnetic semiconductors, arXiv:0811.4327 (Mn-doped II-VI heterostructures)
• O. Sancho-Juan, A. Cantarero, N. Garro, A. Cros, G. Martinez-Criado, M. Salome, J. Susini, D. Olguin, and S. Dhar, X-ray absorption near-edge structure of GaN with high Mn concentration grown on SiC, J. Phys.: Condens. Matter 21, 295801 (2009)
• M. Rovezzi, F. D'Acapito, A. Navarro-Quezada, B. Faina, T. Li, A. Bonanni, F. Filippone, A. A. Bonapasta, and T. Dietl, Local structure of (Ga,Fe)N and (Ga,Fe)N:Si investigated by x-ray absorption fine structure spectroscopy, arXiv:0902.4614 (experiments and DFT)
• A. Lipinska, C. Simserides, K. N. Trohidou, M. Goryca, P. Kossacki, A. Majhofer, and T. Dietl, Ferromagnetic properties of p-(Cd,Mn)Te quantum wells: Interpretation of magneto-optical measurements by Monte Carlo simulations, arXiv:0903.0406 (experiment and theory)
• W. Münzer, A. Neubauer, S. Mühlbauer, C. Franz, T. Adams, F. Jonietz, R. Georgii, P. Böni, B. Pedersen, M. Schmidt, A. Rosch, and C. Pfleiderer, Skyrmion Lattice in a Doped Semiconductor, arXiv:0903.2587 (small-angle neutron scattering on (Fe,Co)Si, note relationship to MnSi)
• O. Riss, A. Gerber, I. Ya. Korenblit, A. Suslov, M. Passacantando, and L. Ottaviano, Magnetization driven metal - insulator transition in strongly disordered Ge:Mn magnetic semiconductors, arXiv:0903.5423
• D. Wang, X. Y. Zhang, J. Wang, S. Q. Wei, W. S. Yan, and D. W. Boukhvalov, Mn clusterisation in Ga1-xMnxN, arXiv:0905.4158 (x-ray absorption spectroscopy, nanocluster formation, also DFT calculations)
• E. Cuervo-Reyes, E. D. Stalder, C. Mensing, S. Budnyk, and R. Nesper, Unexpected Ferromagnetism in Alkaline-Earth Silicides, arXiv:0909.0434
• V. N. Krivoruchko, V. Yu. Tarenkov, D. V. Varyukhin, A. I. D'yachenko, O. N. Pashkova, and V. A. Ivanov, Unconventional ferromagnetism and transport properties of (In,Mn)Sb dilute magnetic semiconductor, arXiv:0909.2407 (polycrystalline samples, observe hysteresis at room temperature)
• S. Zhou, D. Buerger, M. Helm, and H. Schmidt, Anomalous Hall resistance in Ge:Mn systems with low Mn concentrations, arXiv:0910.1981
• S. Guo, D. P. Young, R. T. Macaluso, D. A. Browne, N. L. Henderson, J. Y. Chan, L. L. Henry, and J. F. DiTusa, Magnetic and thermodynamic properties of cobalt doped iron pyrite: Griffiths Phase in a magnetic semiconductor, arXiv:0912.2960; Kondo effect and absence of quantum interference effects in the charge transport of cobalt doped iron pyrite, arXiv:0912.2980
• W. Stefanowicz, D. Sztenkiel, B. Faina, A. Grois, M. Rovezzi, T. Devillers, A. Navarro-Quezada, T. Li, R. Jakiela, M. Sawicki, T. Dietl, and A. Bonanni, Magnetism of dilute (Ga,Mn)N, arXiv:0912.4216 (high quality films with up to 1% Mn grown by MOVD, paramagnetic)
• A. Navarro-Quezada, W. Stefanowicz, Tian Li, B. Faina, M. Rovezzi, R. T. Lechner, T. Devillers, F. d'Acapito, G. Bauer, M. Sawicki, T. Dietl, and A. Bonanni, Embedded magnetic phases in (Ga,Fe)N: the key role of growth temperature, arXiv:1001.5418

Diluted magnetic semiconductors - model-based theory

• T. Mizokawa and A. Fujimori, p-d exchange interaction for 3d transition-metal impurities in II-VI semiconductors, Phys. Rev. B 56, 6669 (1997) (calculate exchange interaction of various 3d impurities in ZnS and ZnSe within configuration-interaction scheme)
• T. Jungwirth, W. A. Atkinson, B. H. Lee, and A. H. MacDonald, Interlayer coupling in ferromagnetic semiconductor superlattices, Phys. Rev. B 59, 9818 (1999) (the first paper on DMS from this group)
• M. P. Kennett, M. Berciu, and R. N. Bhatt, Monte Carlo simulations of an impurity-band model for III-V diluted magnetic semiconductors, Phys. Rev. B 66, 045207 (2002)
• J. Fabian, I. Zutic, and S. Das Sarma, Theory of spin-polarized bipolar transport in magnetic p-n junctions, Phys. Rev. B 66, 165301 (2002)
• D. Bodea, M. Crisan, I. Grosu, and I. Tifrea, Non-Fermi liquid behavior of the electrical resistivity at the ferromagnetic quantum critical point, cond-mat/0207712
• S.-R. E. Yang, J. Sinova, T. Jungwirth, Y. P. Shim, and A. H. MacDonald, Non-Drude optical conductivity of (III,Mn)V ferromagnetic semiconductors, Phys. Rev. B 67, 045205 (2003) (supercell calculation employing six-band Kohn-Luttinger Hamiltonian, Coulomb potential of Mn acceptors [with central-cell correction] and antisites, exchange with frozen, aligned Mn spins, Hartree potential, resulting in suppression of Drude peak relative to inter-valence-band peak)
• P. M. Krstajic, F. M. Peeters, V. A. Ivanov, V. Fleurov, and K. Kikoin, Double-exchange mechanisms for Mn-doped III-V ferromagnetic semiconductors, Phys. Rev. B 70, 195215 (2004) (this work really favors Zener kinetic exchange)
• E. H. Hwang and S. Das Sarma, Transport properties of diluted magnetic semiconductors: Dynamical mean-field theory and Boltzmann theory, Phys. Rev. B 72, 035210 (2005)
• G. Bouzerar, T. Ziman, and Josef Kudrnovský, Compensation, interstitial defects, and ferromagnetism in diluted ferromagnetic semiconductors, Phys. Rev. B 72, 125207 (2005) (ab-initio calculations are used to reduce the system in the presence of Mn interstitials or As antisites to an effective Heisenberg model, which is then solved by a new RPA-based approximation)
• S.-S. Feng and Mogus Mochena, Ground-state properties and molecular theory of Curie temperature in the coherent potential approximation of diluted magnetic semiconductors, cond-mat/0509589; Ferromagnetism of Ga_1-xMn_xAs and Weiss theory of Curie temperature in the coherent potential approximation, cond-mat/0511320
• R. Bouzerar, G. Bouzerar, and T. Ziman, Why RKKY exchange integrals are inappropriate to describe ferromagnetism in diluted magnetic semiconductors, cond-mat/0512540, Phys. Rev. B
• D. J. Priour, Jr. and S. Das Sarma, Phase Diagram of the Disordered RKKY Model in Dilute Magnetic Semiconductors, Phys. Rev. Lett. 97, 127201 (2006) (for the free-electron RKKY expression, in fact of more general interest than the title suggests) ; R. Bouzerar, G. Bouzerar, and T. Ziman, Comment, cond-mat/0609631
• A. K. Nguyen, R. V. Shchelushkin, and A. Brataas, Intrinsic Domain Wall Resistance in Ferromagnetic Semiconductors, cond-mat/0601436
• F. Popescu, Y. Yildirim, G. Alvarez, A. Moreo, E. Dagotto, Critical Temperatures of a Two-Band Model for Diluted Magnetic Semiconductors, cond-mat/0601593, Phys. Rev. B (the two bands represent the light and heavy holes, the approach is DMFT, Coulomb attraction by acceptors is not included, thereby neglecting the dominant energy of impurity states)
• E. Z. Meilikhov and R. M. Farzetdinova, Quasi-Two Dimensional Diluted Magnetic Semiconductors with Arbitrary Carrier Degeneracy, cond-mat/0602416 (RKKY interaction, close to Dietl's MF/VCA approach)
• G. Bouzerar and T. Ziman, Model for vacancy-induced d⁰ ferromagnetism in oxide compounds, cond-mat/0603022, Phys. Rev. Lett. (vacancies can induce magnetic moments at neighboring oxygen ions)
• H. Raebiger, M. Ganchenkova, and J. von Boehm, Diffusion and clustering of substitutional Mn in (Ga,Mn)As, see next section
• M. J. Calderón and S. Das Sarma, On the physical origin of ferromagnetism in dilute magnetic oxides, cond-mat/0603182 (discussing RKKY interaction and magnetic polaron percolation)
• V. A. Stephanovich, Theory of domain structure in ferromagnetic phase of diluted magnetic semiconductors near the phase transition temperature, cond-mat/0603676
• R. G. Melko, R. S. Fishman, and F. A. Reboredo, A single layer of Mn in a GaAs quantum well: a ferromagnet with quantum fluctuations, cond-mat/0604288
• R. Oszwaldowski, J. A. Majewski, and T. Dietl, Influence of band structure effects on domain-wall resistance in diluted ferromagnetic semiconductors, cond-mat/0605230
• K. Kikoin and V. Fleurov, Superexchange in Dilute Magnetic Dielectrics: Application to (Ti,Co)O₂, cond-mat/0605242
• J.-M. Tang, J. Levy, and M. E. Flatté, All-electrical control of single ion spins in a semiconductor, quant-ph/0605203 (exploiting the coupling between local spins and electronic spin and orbital angular momenta in the ground state, some similarity to ideas for all-electric control of molecular spins)
• A. K. Nguyen, H. J. Skadsem, and A. Brataas, Giant current-driven domain wall mobility in (Ga,Mn)As, cond-mat/0606498 (strong spin-orbit coupling enhances the domain-wall mobility by four orders of magnitude)
• G. Bouzerar, R. Bouzerar, J. Kudrnovský, and T. Ziman, Comparison between ab-initio and phenomenological modeling of the exchange couplings in diluted magnetic semiconductors: the case of Zn_1-xCr_xTe, cond-mat/0606523, phys. stat. sol. (LDA is used to map system onto effective Heisenberg model, then the authors' RPA-based theory is applied to study the stability of ferromagnetism)
• F. V. Kyrychenko and C. A. Ullrich, Enhanced carrier scattering rates in dilute magnetic semiconductors with correlated impurities, cond-mat/0607177
• S.-J. Sun and H.-H. Lin, Softening of Spin-Wave Stiffness near the Ferromagnetic Phase Transition in Diluted Magnetic Semiconductors, cond-mat/0607201, Euro. Phys. J. B 49, 403 (2006)
• P. Sankowski, P. Kacman, J. A. Majewski, and T. Dietl, Spin-dependent tunneling in modulated structures of (Ga,Mn)As, cond-mat/0607206 (heterostructures, tight-binding and Landauer theory)
• A. Singh, S. K. Das, A. Sharma, and W. Nolting, Spin dynamics in the diluted ferromagnetic Kondo lattice model, cond-mat/0607633 (Zener model, RPA for interaction of local spins, very strong compensation, acceptors are electrically inert or repel holes, thus of limited relevance for DMS)
• R. Bouzerar, G. Bouzerar, and T. Ziman, Non-perturbative J_pd model and ferromagnetism in dilute magnets, cond-mat/0607640 (Zener model plus local Coulomb potential of acceptors, RPA-like treatment)
• W. Zhang, T. Dong, and A. O. Govorov, Electronic states in a magnetic quantum-dot molecule: phase transitions and spontaneous symmetry breaking, cond-mat/0608284 (double quantum dot made of DMS, change in symmetry of ground state)
• G. Tang and W. Nolting, Effects of dilution and disorder on magnetism in diluted spin systems, cond-mat/0608418, physica status solidi (b) (Heisenberg model, supercell, Tyablikov decoupling)
• C. Sliwa and T. Dietl, Magnitude and crystalline anisotropy of hole magnetization in (Ga,Mn)As, cond-mat/0609128
• G. Bouzerar, Magnetic spin excitations in diluted ferromagnetic systems: the case of Ga_1-xMn_xAs, cond-mat/0610465
• A. D. Giddings, T. Jungwirth, and B. L. Gallagher, Interlayer exchange coupling in (Ga,Mn)As based multilayers, cond-mat/0610696, physica status solidi (c) (mean-field theory, addressing the question whether the interlayer coupling can be antiferromagnetic)
• M. J. Calderon and S. Das Sarma, Re-entrant ferromagnetism in a generic class of diluted magnetic semiconductors, cond-mat/0611384 (based on the interplay between RKKY in valence band and impurity band, but results are given for x above 10%)
• N. Bulut, K. Tanikawa, S. Takahashi, and S. Maekawa, Long-range ferromagnetic correlations between Anderson impurities in a semiconductor host, cond-mat/0611641 (QMC simulations for two impurities, simple band structure)
• H. G. Roberts, S. Crampin, and S. J. Bending, Anisotropic magnetoresistance contribution to measured domain wall resistances of in-plane magnetised (Ga,Mn)As, cond-mat/0611780
• G. Tang and W. Nolting, Carrier induced ferromagnetism in diluted local-moment systems, cond-mat/0612611
• Y. Yildirim, G. Alvarez, A. Moreo, and E. Dagotto, Large-Scale Monte Carlo Study of a Realistic Lattice Model for Ga_1-xMn_xAs, Phys. Rev. Lett. 99, 057207 (2007) (supercomputer-based simulations, tight-binding model reducing to a 6-band KL Hamiltonian at small wave vectors, purely local hole-Mn exchange, disordered Mn positions, but no Coulomb disorder); G. Bouzerar and R. Bouzerar, Comment, arXiv:0712.3368 (claiming that the original paper used an unrealistically small value for the pd-exchange interaction and misrepresented experimental results)
• A. G. Petukhov, I. Zutic, and S. C. Erwin, Thermodynamics of Carrier-Mediated Magnetism in Semiconductors, Phys. Rev. Lett. 99, 257202 (2007) (assuming bound donor states with vanishing overlap, no acceptors, and neutral magnetic impurities; temperature-driven change in free-carrier concentration leads to non-monotonic and reentrant magnetization, suggested to apply to EuO:Gd)
• M. J. Schmidt, K. Pappert, C. Gould, G. Schmidt, R. Oppermann, and L. W. Molenkamp, Bound-hole states in a ferromagnetic (Ga,Mn)As environment, Phys. Rev. B 76, 035204 (2007) (note: the arXiv entry has an incorrect reference to the published paper)
• F. Popescu, C. Sen, E. Dagotto, and A. Moreo, Crossover from impurity to valence band in diluted magnetic semiconductors: Role of Coulomb attraction by acceptors, Phys. Rev. B 76, 085206 (2007) (simple band, local Coulomb potential of magnetic acceptors [Eq. (5) is the phenomenological doping dependence], which surprisingly is found to be repulsive for some parameters, no other impurities, GaMnAs at normal dopings found to be clearly in the merged-band regime, unlike GaMnN; mostly uses DMFT, but also MC for classical impurity spins on a 4³ supercell)
• T. Jungwirth, J. Sinova, A. H. MacDonald, B. L. Gallagher, V. Novák, K. W. Edmonds, A. W. Rushforth, R. P. Campion, C. T. Foxon, L. Eaves, E. Olejník, J. Mašek, S.-R. Eric Yang, J. Wunderlich, C. Gould, L. W. Molenkamp, T. Dietl, and H. Ohno, Character of states near the Fermi level in (Ga,Mn)As: Impurity to valence band crossover, Phys. Rev. B 76, 125206 (2007) (discuss the evidence for the valence-band picture for Mn doping above 2%)
• R. Oszwaldowski, J. A. Majewski, and T. Dietl, Theory of Spin Transport Across Domain-Walls in (Ga,Mn)As, cond-mat/0701398
• E. Dias Cabral, M. A. Boselli, A. T. da Cunha Lima, A. Ghazali (posthumous), and I. C. da Cunha Lima, On the nature of the spin-polarized hole states in a quasi-two-dimensional GaMnAs ferromagnetic layer, cond-mat/0702053
• J. Fernandez-Rossier and R. Aguado, Mn-doped II-VI quantum dots: artificial molecular magnets, cond-mat/0702139, physica status solidi (c) 3, 3734 (2006)
• B. Lee, X. Cartoixa, N. Trivedi, and R. M. Martin, Disorder Enhanced Spin Polarization in Diluted Magnetic Semiconductors, cond-mat/0702567 (merged, but distinct impurity band, metallic with large effective mass)
• T. Dietl, Hole states in wide band-gap diluted magnetic semiconductors and oxides, cond-mat/0703278
• R. S. Fishman, F. A. Reboredo, A. Brandt, and J. Moreno, Nature of the Perpendicular-to-Parallel Spin Reorientation in a Mn-doped GaAs Quantum Well: Canting or Phase Separation?, cond-mat/0703436
• F. V. Kyrychenko and C. A. Ullrich, Memory function formalism approach to electrical conductivity and optical response of dilute magnetic semiconductors, arXiv:0704.2061
• J. Kudrnovsky, V. Drchal, G. Bouzerar, and R. Bouzerar, Ordering effects in diluted magnetic semiconductors, arXiv:0707.3079 (mapping of ab-initio results to effective models for dopand positions and magnetism; predict clustering in (Ga,Mn)As, emphasize importance of spatial disorder)
• B. L. Sheu, R. C. Myers, J.-M. Tang, N. Samarth, D. D. Awschalom, P. Schiffer, and M. E. Flatté, Onset of ferromagnetism in low-doped GaMnAs, arXiv:0708.1063
• A. Moreo, Y. Yildirim, and G. Alvarez, Multi-Orbital Lattice Model for (Ga,Mn)As and Other Lightly Magnetically Doped Zinc-Blende-Type Semiconductors, arXiv:0710.0577
• T. Dietl, Interplay between carrier localization and magnetism in diluted magnetic and ferromagnetic semiconductors, arXiv:0712.1293, J. Phys. Soc. Jpn. (review and discussion of observed localization behaviour in II-VI and III-V DMS)
• C. Sliwa and T. Dietl, Electron-hole contribution to the apparent s-d exchange interaction in III-V diluted magnetic semiconductors, Phys. Rev. B 78, 165205 (2008) (highly dilute n-type and p-type DMS)
• L.-F. Arsenault, B. Movaghar, P. Desjardins, and A. Yelon, Transport in the metallic regime of Mn doped III-V Semiconductors, arXiv:0801.1840 (CPA); Transport in the insulating regime of Mn doped III-V Semiconductors, arXiv:0802.1344 (valence-band picture, say that extended states at the mobility edge dominate over variable-range hopping)
• J. Chovan and I. E. Perakis, Femtosecond Control of the Magnetization in Ferromagnetic Semiconductors, arXiv:0801.4641 (Lindblad formalism)
• C.-X. Liu, X.-L. Qi, X. Dai, Z. Fang, and S.-C. Zhang, Quantum Anomalous Hall Effect in Hg_1-yMn_yTe Quantum Wells, arXiv:0802.2711
• B. Gu, N. Bulut, and S. Maekawa, Effects of the crystal structure on the ferromagnetic correlations in ZnO with magnetic impurities, arXiv:0804.3436
• M. D. Kapetanakis and I. E. Perakis, Spin dynamics in (III,Mn)V ferromagnetic semiconductors: the role of correlations, arXiv:0805.1320
• M. Turek, J. Siewert, and J. Fabian, Electronic and optical properties of ferromagnetic GaMnAs in a multi-band tight-binding approach, arXiv:0805.4350
• J.-M. Tang and M. E. Flatté, Magnetic circular dichroism from the impurity band in III-V diluted magnetic semiconductors, arXiv:0806.1753 (based on tight-binding theory developed by the authors, conceptually based on weak-doping/impurity-band limit, calculations are done at about 2% Mn concentration)
• J. Hellsvik, B. Skubic, L. Nordström, B. Sanyal, O. Eriksson, P. Nordblad, and P. Svedlindh, Dynamics of diluted magnetic semiconductors from atomistic spin dynamics simulations: Mn doped GaAs as a case study, arXiv:0809.5187 (effective isotropic Heisenberg Hamiltonian on large supercells with exchange interaction extracted from DFT calculations by J. Kudrnovsky, Landau-Lifshitz-Gilbert equation plus noise to include temperature)
• B. Gu, N. Bulut, T. Ziman, and S. Maekawa, Possible d⁰ ferromagnetism in MgO doped with nitrogen, arXiv:0812.1836
• C. P. Moca, B. L. Sheu, N. Samarth, P. Schiffer, B. Janko, and G. Zarand, Scaling Analysis of Magnetoresistance and Carrier Localization in Ga_1-xMn_xAs, Phys. Rev. Lett. 102, 137203 (2009), arXiv:0705.2016 (use scaling theory of localization, concentrate on the average resistivity of cells of the size of the phase correlation length, unlike Timm, Raikh, and von Oppen, who consider the fluctuations)
• F. V. Kyrychenko and C. A. Ullrich, Transport and optical conductivity in dilute magnetic semiconductors, J. Phys.: Condens. Matter 21, 084202 (2009) (many-particle theory treating disorder and electron-electron interaction on equal footing); Temperature-dependent resistivity of ferromagnetic GaMnAs: Interplay between impurity scattering and many-body effects, arXiv:0906.3526 (memory-function formalism and TDDFT: scattering of carriers off magnetic fluctuations is important for DC transport)
• I. Garate, J. Sinova, T. Jungwirth, and A. H. MacDonald, Theory of weak localization in ferromagnetic (Ga,Mn)As, Phys. Rev. B 79, 155207 (2009)
• M. Turek, J. Siewert, and J. Fabian, Magnetic circular dichroism in Ga_xMn_1-xAs: Theoretical evidence for and against an impurity band, Phys. Rev. B 80, 161201(R) (2009) (tight-binding models, conclude that both in the presence and absence of an impurity band the magnetic circular dichroism is positive so that it does not represent a conclusive test)
• L.-F. Zhu and B.-G. Liu, Curie temperatures of cubic (Ga, Mn)N diluted magnetic semiconductors from the RKKY spin model, J. Phys.: Condens. Matter 21, 446005 (2009) (RKKY interaction for parabolic band, do not reference work by Prior and Das Sarma)
• J. H. Jiang, Y. Zhou, T. Korn, C. Schüller, and M. W. Wu, Electron spin relaxation in paramagnetic Ga(Mn)As quantum wells, arXiv:0901.0061 (study of many possible spin relaxation mechanisms)
• C.-H. Chang and T. M. Hong, Spin-glass-like behavior caused by Mn-rich Mn(Ga)As nanoclusters in GaAs, arXiv:0901.0967 (carrier-mediated magnetic interaction, taking higher carrier concentration within clusters into account)
• G. A. Gehring, M. R. Ahmed, and A. J. Crombie, Theory of magnetism with temporal disorder applied to magnetically doped ZnO, arXiv:0901.4947
• R. Bouzerar and G. Bouzerar, On the reliability of recent Monte Carlo studies of dilute systems of localized spins interacting with itinerant carriers, arXiv:0902.4722 (clarify why MC simulations for full electronic models and for effective spin-only models often do not agree, discuss shortcomings of recent MC simulations)
• E. Z. Meilikhov and R. M. Farzetdinova, Amplification of the induced ferromagnetism in diluted magnetic semiconductor, arXiv:0903.1726 (for Fe/(Ga,Mn)As bilayers)
• E. Z. Meilikhov and R. M. Farzetdinova, Magnetic properties of nanosized diluted magnetic semiconductors with band splitting, arXiv:0903.1728 (continuum model)
• J. Zemen, J. Kucera, K. Olejnik, and T. Jungwirth, Magneto crystalline anisotropies in (Ga,Mn)As: A systematic theoretical study and comparison with experiment, arXiv:0904.0993
• V. I. Litvinov and V. K. Dugaev, Room-temperature ferromagnetism in dielectric GaN(Gd), arXiv:0905.0500 (magnetic interaction mediated by virtual transitions between Gd d band in gap and valence band; consider rather large Gd doping, T_c smoothly goes to zero for small doping; find giant effective moments apparently due to polarization of t₂ d-states of Gd in the gap, unclear where the required large number of unpaired electrons is coming from)
• C. P. Moca, G. Zarand, and M. Berciu, Theory of optical conductivity for dilute GaMnAs, arXiv:0906.0770
• K. Vyborny, J. Kucera, J. Sinova, A. W. Rushforth, B. L. Gallagher, and T. Jungwirth, Microscopic mechanism of the non-crystalline anisotropic magnetoresistance in (Ga,Mn)As, arXiv:0906.3151
• S. Mishra and S. Satpathy, Photoinduced magnetism in the ferromagnetic semiconductors, arXiv:0906.5514 (applied to EuS, not diluted)
• E. Nielsen and R. N. Bhatt, Search for Ferromagnetism in doped semiconductors in the absence of transition metal ions, arXiv:0907.3671 (long paper: Hubbard-type model for the impurity band, magnetic order is studied using mean-field theory and exact diagonalization for small systems)
• M. D. Kapetanakis, I. E. Perakis, K. J. Wickey, C. Piermarocchi, and J. Wang, Femtosecond Coherent Control of Spin with Light in (Ga,Mn)As ferromagnets, arXiv:0908.0707
• A. Werpachowska and T. Dietl, Effect of inversion asymmetry on the intrinsic anomalous Hall effect in ferromagnetic (Ga,Mn)As, arXiv:0910.1907
• H. Bednarski and J. Spalek, Physical origin of ferromagnetic interaction between impurity electrons in diluted magnetic semiconductors: Bound-magnetic-polaron molecule, arXiv:0912.0662 (pair of BMPs)
• U. Yu, A.-M. Nili, K. Mikelsons, B. Moritz, J. Moreno, and M. Jarrell, Nonlocal effects on magnetism in the diluted magnetic semiconductor Ga_1-xMn_xAs, arXiv:1001.1716
• T. O. Strandberg, C. M. Canali, and A. H. MacDonald, Magnetic interactions of substitutional Mn pairs in GaAs, arXiv:1001.2894

Diluted magnetic semiconductors - ab-initio theory

• B. K. Rao and P. Jena, Giant Magnetic Moments of Nitrogen Stabilized Mn Clusters and Their Relevance to Ferromagnetism in Mn Doped GaN, Phys. Rev. Lett. 89, 185504 (2002)
• P. Mahadevan and A. Zunger, First-principles investigation of the assumptions underlying Model-Hamiltonian approaches to ferromagnetism of 3d impurities in III-V semiconductors, cond-mat/0309509
• H. Weng, X. Yang, J. Dong, H. Mizuseki, M. Kawasaki, and Y. Kawazoe, Electronic structure and optical properties of the Co-doped anatase TiO_>2 studied from first principles, Phys. Rev. B 69, 125219 (2004) (minimal supercell with one substitutional Co and zero or one oxygen vacancy, stress importance of oxygen vacancies)
• S. C. Erwin and I. Zutic, Tailoring ferromagnetic chalcopyrites, cond-mat/0401157, Nature Materials 3, 410 (2004)
• P. Mahadevan and A. Zunger, Trends in ferromagnetism, hole localization, and acceptor level depth for Mn substitution in GaN, GaP, GaAs and GaSb, cond-mat/0409296, Appl. Phys. Lett.
• T. Maitra and R. Valentí, Ferromagnetism in Fe-substituted spinel semiconductor ZnGa₂O₄, cond-mat/0412530, J. Phys.: Condens. Matter 17, 7417 (2005) (starting from band-structure calculations, no disorder)
• Y.-J. Zhao, P. Mahadevan, and A. Zunger, Practical rules for orbital-controlled ferromagnetism of 3d impurities in semiconductors, J. Appl. Phys. 98, 113901 (2005)
• G. M. Dalpian and S.-H. Wei, Electron-induced stabilization of ferromagnetism in Ga_1-xGd_xN, Phys. Rev. B 72, 115201 (2005)
• V.I. Anisimov, M.A. Korotin, I.A. Nekrasov, A.S. Mylnikova, A.V. Lukoyanov, J.-L. Wang, and Z. Zeng, The role of transition metal impurities and oxygen vacancies in the formation of ferromagnetism in Co-doped TiO₂, J. Phys.: Condens. Matter 18, 1695 (2006), cond-mat/0503625
• P. Mahadevan, J. M. Osorio-Guillen, and A. Zunger, Origin of transition metal clustering tendencies in GaAs based dilute magnetic semiconductors, cond-mat/0504505, Appl. Phys. Lett.
• T. Hynninen, H. Raebiger, A. Ayuela, and J. von Boehm, High Curie temperatures in (Ga,Mn)N from Mn clustering, cond-mat/0508522
• T. Chanier, M. Sargolzaei, I. Opahle, R. Hayn, and K. Koepernik, Nearest neighbor exchange in Co- and Mn-doped ZnO, cond-mat/0511050 (ab-initio study showing that correlations must be included beyond the LSDA to get any agreement with experiment)
• C. H. Patterson, Magnetic defects promote ferromagnetism in Zn_1-xCo_xO, cond-mat/0512101
• Z. Xie, W.-D. Cheng, D.-S. Wu, Y.-Z. Lan, S.-P. Huang, J.-M. Hu, and J. Shen, Ab initio study of ferromagnetic semiconductor Ge_1-xMn_xTe, J. Phys.: Condens. Matter 18, 7171 (2006)
• S. Y. Sarkisov and S. Picozzi, Transition-metal doping of semiconducting chalcopyrites: half-metallicity and magnetism, J. Phys.: Condens. Matter 19, 016210 (2006)
• H. Raebiger, M. Ganchenkova, and J. von Boehm, Diffusion and clustering of substitutional Mn in (Ga,Mn)As, cond-mat/0603135 (energy barriers from ab-initio calculations, Monte Carlo simulation of annealing)
• A. Svane, N. E. Christensen, L. Petit, Z. Szotek, and W. M. Temmerman, Electronic structure of rare-earth impurities in GaAs and GaN, cond-mat/0603288 (find weak exchange interaction between rare earth spins and both CB electrons and VB holes)
• P. Gopal and N. A. Spaldin, Magnetic interactions in transition metal doped ZnO: An abinitio study, cond-mat/0605543
• N. Tandon, G. P. Das, and A. Kshirsagar, Electronic structure of Diluted Magnetic Semiconductors Ga_1-xMn_xN and Ga_1-xCr_xN, cond-mat/0606061 (32-atom supercell)
• L. Petit, T. C. Schulthess, A. Svane, W. M. Temmerman, Z. Szotek, and A. Janotti, Valency Configuration of Transition Metal Impurities in ZnO, cond-mat/0606417, J. Electronic Materials 35, 556 (2006) (SIC-LSDA)
• J. Masek, J. Kudrnovsky, F. Maca, J. Sinova, A. H. MacDonald, R. P. Campion, B. L. Gallagher, and T. Jungwirth, Mn-doped Ga(As,P) and (Al,Ga)As ferromagnetic semiconductors, cond-mat/0609158 (investigation of ternary compounds based on both TB and ab-initio calculations)
• J. Masek, J.Kudrnovsky, F. Maca, B. L. Gallagher, R. P. Campion, D. H. Gregory, and T. Jungwirth, Dilute moment n-type ferromagnetic semiconductor Li(Zn,Mn)As, cond-mat/0609184 (proposal based partly on ab-initio calculations)
• X. Du, Q. Li, H. Su, and J. Yang, Electronic and magnetic properties of V-doped anatase TiO₂ from first principles, cond-mat/0612206
• J. L. Xu and M. van Schilfgaarde, Optimally Designed Digitally-Doped Mn:GaAs, cond-mat/0612411 (predicting T_c above room temperature for special superlattice k vectors of delta-doped layers)
• Q. Y. Wu, Z. G. Huang, R. Wu, and L. J. Chen, Cu-doped AlN: a dilute magnetic semiconductor free of magnetic cations from first-principles study, J. Phys.: Condens. Matter 19, 056209 (2007)
• M. Weissmann and L. A. Errico, The role of vacancies, impurities and crystal structure in the magnetic properties of TiO₂, cond-mat/0702530
• J. Kudrnovsky, G. Bouzerar, and I. Turek, Relation of Curie temperature and conductivity: (Ga,Mn)As alloy as a case study, arXiv:0708.3921
• B. Belhadji, L. Bergqvist, R. Zeller, P. H. Dederichs, K. Sato, and H. Katayama-Yoshida, Trends of exchange interactions in dilute magnetic semiconductors, J. Phys.: Condens. Matter 19, 436227 (2007) (detailed discussion of various exchange mechanisms based on CPA and ab-initio calculations)
• C. D. Pemmaraju, R. Hanafin, T. Archer, H. B. Braun, and S. Sanvito, Impurity-Ion pair induced high-temperature ferromagnetism in Co-doped ZnO, arXiv:0801.4945 (approximate SIC scheme)
• N. Sanchez, S. Gallego, and M. C. Munoz, Magnetic states at the Oxygen surfaces of ZnO and Co-doped ZnO, arXiv:0804.3937
• A. Droghetti, C. D. Pemmaraju, and S. Sanvito, Predicting d⁰ magnetism, arXiv:0807.4184
• K.-W. Lee, V. Pardo, and W. E. Pickett, Anion Vacancy Driven Magnetism in Superconducting alpha-FeSe_1-x, arXiv:0808.1733 (note relation to both DMS and Fe-based superconductors)
• L.-J. Shi, L.-F. Zhu, Y.-H. Zhao, and B.-G. Liu, Nitrogen defects and ferromagnetism of Cr-doped AlN diluted magnetic semiconductor from first principles, arXiv:0810.5048 (FLAPW study of 72-ion supercells containing at most two defects, nitrogen vacancies found to carry magnetic moments and suggested to be important for high-temperature ferromagnetims)
• J. Ohe, Y. Tomoda, N. Bulut, R. Arita, K. Nakamura, and S. Maekawa, Combined approach of density functional theory and quantum Monte Carlo method to electron correlation in dilute magnetic semiconductors, arXiv:0812.0430
• H. Ebert and S. Mankovsky, A new scheme to calculate the exchange tensor and its application to diluted magnetic semiconductors, arXiv:0812.1145 (exchange interaction between two local moments)
• Y. Q. Song, H. W. Zhang, Q. H. Yang, Y. L. Liu, Y. X. Li, L. R. Shah, H. Zhu, and J. Q. Xiao, Electronic structure and magnetic properties of Co-doped CeO2: based on first principle calculation, J. Phys.: Condens. Matter 21, 125504 (2009) (oxygen vacancies are important)
• D. Kim, J. Hong, Y. R. Park, and K. J. Kim, The origin of oxygen vacancy induced ferromagnetism in undoped TiO2, J. Phys.: Condens. Matter 21, 195405 (2009)
• A. Stroppa and G. Kresse, Unraveling the Jahn-Teller effect in Mn doped GaN using the Heyd-Scuseria-Ernzerhof hybrid functional, arXiv:0904.2140, Phys. Rev. B (also comment on difference to Mn in GaAs)
• A. L. Schoenhalz, J. T. Arantes, A. Fazzio, and G. M. Dalpian, Surface magnetization in non-doped ZnO nanostructures, arXiv:0904.4147 (magnetism is attributed to extended defects such as surfaces and grain boundaries)
• B. J. Nagare, S. Chacko, and D. G. Kanhere, Ferromagnetism in Carbon doped Zinc Oxide Systems, arXiv:0905.0366 (clusters and solid)
• R. Cherian, P. Mahadevan, and C. Persson, Trends in Ferromagnetism in Mn doped dilute III-V alloys from a density functional perspective, arXiv:0905.1762
• X. Jia, M. Qin, and W. Yang, Magnetism in Cr-doped ZnS: Density-functional theory studies, arXiv:0910.2346
• V. Ferrari, A. M. Llois, and V. Vildosola, Co-doped Ceria: Tendency towards ferromagnetism driven by oxygen vacancies, arXiv:0911.1959 (vacancies are found to be required for cobalt-spin polarization)
• C. Echeverría-Arrondo, J. Pérez-Conde, and A. Ayuela, Antiferromagnetic order in (Ga,Mn)N nanocrystals, arXiv:1003.0599

Effects of spin-orbit coupling

• J. E. Hirsch, Overlooked contribution to the Hall effect in ferromagnetic metals, Phys. Rev. B 60, 14787 (1999); E. M. Chudnovsky, Theory of spin Hall effect, arXiv:0709.0725; J. E. Hirsch, Comment on Theory of spin Hall effect, arXiv:0709.1280 (Drude-type theory, two independent but essentially equivalent approaches)
• S. D. Ganichev, E. L. Ivchenko, V. V. Bel'kov, S. A. Tarasenko, M. Sollinger, D. Weiss, W. Wegscheider, and W. Prettl, Spin-galvanic effect, Nature 417, 153 (2002)
• C. Wu and S.-C. Zhang, Dynamic Generation of Spin-Orbit Coupling, Phys. Rev. Lett. 93, 036403 (2004)
• C. P. Weber, N. Gedik, J. E. Moore, J. Orenstein, J. Stephens, and D. D. Awschalom, Observation of spin Coulomb drag in a two-dimensional electron gas, Nature 437, 1330 (2005)
• D. Xiao, J. Shi, and Q. Niu, Berry Phase Correction to Electron Density of States in Solids, Phys. Rev. Lett. 95, 137204 (2005) (show that Liouville's theorem is violated in a solid in the presence of Berry curvature, if one defines the phase-space volume in the "naive" way) ; C. Duval, Z. Horváth, P. A. Horváthy, L. Martina, and P. C. Stichel, Comment, Phys. Rev. Lett. 96, 099701 (2006); D. Xiao, J. Shi, and Q. Niu, Reply, Phys. Rev. Lett. 96, 099702 (2006)
• C. L. Kane and E. J. Mele, Quantum Spin Hall Effect in Graphene, Phys. Rev. Lett. 95, 226801 (2005)
• N. A. Sinitsyn, Q. Niu, J. Sinova, and K. Nomura, Disorder effects in the AHE induced by Berry curvature, cond-mat/0502426
• J. D. Walls, J. Huang, R. M. Westervelt, and E. J. Heller, Multiple Scattering Theory for Two-dimensional Electron Gases in the Presence of Spin-Orbit Coupling, cond-mat/0507528
• A. V. Shytov, E. G. Mishchenko, and B. I. Halperin, Small-angle impurity scattering and the spin Hall conductivity in 2D systems, cond-mat/0509702 (semiclassical Boltzmann approach, detailed technical discussion)
• P. L. Krotkov and S. Das Sarma, The Intrinsic Spin Hall Conductivity in a Generalized Rashba Model, cond-mat/0510114 (shows that the spin Hall effect does not vanish in the presence of disorder for nonparabolic band structures)
• P. Wölfle and K. A. Muttalib, Anomalous Hall effect in ferromagnetic disordered metals, cond-mat/0510481
• S. Adam, M. Kindermann, S. Rahav, and P. W. Brouwer, Mesoscopic anisotropic magnetoconductance fluctuations in ferromagnets, cond-mat/0512287
• J. Cumings, L. S. Moore, H. T. Chou, K. C. Ku, S. A. Crooker, N. Samarth, and D. Goldhaber-Gordon, A Tunable Anomalous Hall Effect in a Non-Ferromagnetic System, cond-mat/0512730 (experiments showing a surprisingly large AHE in paramagnetic 2DEG, probably due to skew scattering)
• A. L. Efros and E. I. Rashba, Theory of electric dipole spin resonance in a parabolic quantum well, Phys. Rev. B 73, 165325 (2006) (one can manipulate the electron spin by an AC electric field)
• A. Punnoose, Magnetoconductivity in the presence of Bychkov-Rashba spin-orbit interaction, App. Phys. Lett. 88, 252113 (2006)
• J. Shi and Q. Niu, Attractive electron-electron interaction induced by geometric phase in a Bloch band, cond-mat/0601531 (very interesting idea: electrons can attract in the p-wave channel due to a nontrival geometric phase in k-space)
• V. M. Galitski, A. A. Burkov, and S. Das Sarma, Boundary conditions for spin diffusion, cond-mat/0601677
• R. Shindou and L. Balents, Artificial electric field in Fermi Liquids, cond-mat/0603089 (generalize the Sundaram/Niu idea of quasi-magnetic fields in k-space due to Berry curvature to include a quasi-electric field, which stems from the frequency dependence of eigenvectors, i.e., from the interaction)
• E. M. Hankiewicz, G. Vignale, and M. Flatté, Side jump as an intrinsic spin Hall effect, cond-mat/0603144
• H.-A. Engel, E. I. Rashba, and Bertrand I. Halperin, Theory of Spin Hall Effects, cond-mat/0603306, in Handbook of Magnetism and Advanced Magnetic Materials, Vol. 5 (Wiley)
• H.-T. Yang and C. Liu, The description of spin transport and precession in spin-orbit coupling systems and a general equation of continuity, cond-mat/0604320
• P. Kleinert and V. V. Bryksin, Theory of spin-Hall transport of heavy holes in semiconductor quantum wells, cond-mat/0604539 (steady-state spin Hall current is found to vanish in both pure and disordered infinite systems, ac spin Hall current is possible)
• J. Schliemann, Theoretical study of interacting hole gas in p-doped bulk III-V semiconductors, cond-mat/0604585, Phys. Rev. B (spherical approximation for the valence band, Hartree-Fock theory)
• D. Culcer and Q. Niu, Geometrical phase effects on the Wigner distribution of Bloch electrons, cond-mat/0605528 (generalization of previous work on Berry-phase effects in k-space to general mixed states, using a density-matrix approach)
• S. Onoda, N. Sugimoto, and N. Nagaosa, Intrinsic vs. extrinsic anomalous Hall effect in ferromagnets, cond-mat/0605580 (unified theory encompassing both)
• A. Rebei and O. Heinonen, Spin currents in the Rashba model in the presence of non-uniform fields, cond-mat/0605582 (using a SU(2) gauge theory)
• V. Sih, W. H. Lau, R. C. Myers, V. R. Horowitz, A. C. Gossard, and D. D. Awschalom, Generating Spin Currents in Semiconductors with the Spin Hall Effect, cond-mat/0605672 (experimental paper, GaAs structures, Kerr microscopy)
• P. Mitra, A. F. Hebard, K. A. Muttalib, and P. Wölfle, Weak localization correction to the anomalous Hall effect in polycrystalline Fe films, cond-mat/0606215 (experiment and theoretical interpretation)
• P. A. Horvarthy, Anomalous Hall Effect in non-commutative mechanics, cond-mat/0606472 (short and clear set of notes on semiclassical dynamics in the presence of a Berry curvature)
• E. Ya. Sherman, A. Najmaie, H. M. van Driel, A. L. Smirl, and J. E. Sipe, Ultrafast extrinsic spin-Hall currents, cond-mat/0606725, Solid State Commun. 139, 439 (2006) (Theory related to Hui Zhao's observation of optically generated spin Hall and inverse spin Hall effects)
• S. Murakami, Quantum Spin Hall Effect and Diamagnetism in Bismuth, cond-mat/0607001 (theoretical prediction)
• N. A. Sinitsyn, A. H. MacDonald, T. Jungwirth, V. K. Dugaev, and J. Sinova, Anomalous Hall effect in 2D Dirac band: link between Kubo-Streda formula and semiclassical Boltzmann equation approach, cond-mat/0608682 (shows equivalence of a suitable semiclassical description and microscopic perturbation theory in a more general model, not limited to relativistic electrons)
• R. Winkler, U. Zülicke, and J. Bolte, Oscillatory multiband dynamics of free particles: Ubiquity of Zitterbewegung effects, cond-mat/0609005
• H.-A. Engel, E. I. Rashba, and B. I. Halperin, Out-of-plane spin polarization from in-plane electric and magnetic fields, cond-mat/0609078
• S. Y. Liu, N. J. M. Horing, and X. L. Lei, Anomalous Hall effect in Rashba two-dimensional electron systems based on narrow-band semiconductors: side-jump and skew scattering mechanisms, cond-mat/0609412
• P. A. Horvathy, Non-commutative mechanics, in mathematical & in condensed matter physics, cond-mat/0609571 (applied to the spin Hall and related effects, contains a brief history)
• B. Liu, J. Shi, W. Wang, H. Zhao, D. Li, S. Zhang, Q. Xue, and D. Chen, Experimental Observation of the Inverse Spin Hall Effect at Room Temperature, cond-mat/0610150
• J. Bruening, V. Geyler, and K. Pankrashkin, On the number of bound states for weak perturbations of spin-orbit Hamiltonians, math-ph/0611080 (...which is infinite for certain local weak perturbations)
• U. Zülicke and A. I. Signal, Rashba interferometers: Spin-dependent single and two-electron interference, math-ph/0701065
• M. Hatami, G. E. W. Bauer, Q. Zhang, and P. J. Kelly, Thermal Spin-Transfer Torque, cond-mat/0701163
• N. Hatano, R. Shirasaki, and H. Nakamura, Non-Abelian gauge field theory of the spin-orbit interaction and a perfect spin filter, quant-ph/0701076
• W. Yao, A. H. MacDonald, and Q. Niu, Optical Control of Topological Quantum Transport in Semiconductors, quant-ph/0702346
• M. Pletyukhov and S. Konschuh, Charge and spin density response functions of the clean two-dimensional electron gas with Rashba spin-orbit coupling at finite momenta and frequencies, arXiv:0705.2419 (coupled spin and charge response etc.)
• V. A. Zyuzin, P. G. Silvestrov, and E. G. Mishchenko, Spin-Hall edge spin polarization in a ballistic 2D electron system, arXiv:0705.2424
• N. P. Stern, D. W. Steuerman, S. Mack, A. C. Gossard, and D. D. Awschalom, Drift and Diffusion of Spins Generated by the Spin Hall Effect, arXiv:0706.4273 (Kerr microscopy)
• E. M. Hankiewicz and G. Vignale, "Phase Diagram" of the Spin Hall Effect, arXiv:0707.2251
• J. Wang, B.-F. Zhu, and R.-B. Liu, Theory of optical effects of pure spin currents in semiconductors, arXiv:0708.0881
• D. Culcer and R. Winkler, Generation of spin currents and spin densities in systems with reduced symmetry, arXiv:0708.4009 (low symmetry makes the spin-current response more complex)
• D. Culcer and R. Winkler, On the nature of steady states of spin distributions in the presence of spin-orbit interactions, arXiv:0710.5260
• K. A. Muttalib and P. Wölfle, Disorder and temperature dependence of the Anomalous Hall Effect in thin ferromagnetic films: Microscopic model, arXiv:0710.5416
• T. S. Nunner, G. Zarand, and F. von Oppen, Anomalous Hall effect in a two dimensional electron gas with magnetic impurities, arXiv:0711.3415
• A. A. Kovalev, K. Vyborny, and J. Sinova, Hybrid skew scattering regime of the anomalous Hall effect in Rashba systems: unifying Keldysh, Boltzmann, and Kubo formalisms, arXiv:0803.1226
• D. Venkateshvaran, W. Kaiser, A. Boger, M. Althammer, M. S. Ramachandra Rao, S. T. B. Goennenwein, M. Opel, and R. Gross, Anomalous Hall Effect in Magnetite: Universal Scaling Relation Between Hall and Longitudinal Conductivity in Low-Conductivity Ferromagnets, arXiv:0805.1120
• N. P. Stern, D. W. Steuerman, S. Mack, A. C. Gossard, and D. D. Awschalom, Time-resolved Dynamics of the Spin Hall Effect, arXiv:0806.0019
• P. S. Eldridge, W. J. H. Leyland, J. D. Mar, P. G. Lagoudakis, R. Winkler, O. Z. Karimov, M. Henini, D. Taylor, R. T. Phillips, and R. T. Harley, Absence of the Rashba effect in undoped asymmetric quantum wells, arXiv:0807.4845 (somewhat confusing argument)
• Yu. V. Pershin and M. Di Ventra, Frequency doubling and memory effects in the Spin Hall Effect, arXiv:0812.4325
• D. M. Edwards and O. Wessely, The quantum-mechanical basis of an extended Landau-Lifshitz-Gilbert equation for a current-carrying ferromagnetic wire, J. Phys.: Condens. Matter 21, 146002 (2009)
• D. Culcer, Semiclassical spin transport in spin-orbit-coupled systems, arXiv:0904.1999 (contains review)
• M. Trushin, K. Vyborny, P. Moraczewski, J. Schliemann, and T. Jungwirth, Anisotropic magnetoresistance of spin-orbit coupled carriers scattered from polarized magnetic impurities, arXiv:0904.3785
• M. S. Garelli and J. Schliemann, Landauer-Büttiker Study of the Anomalous Hall Effect, arXiv:0907.0110
• D. Culcer, E. M. Hankiewicz, G. Vignale, and R. Winkler, Side-jumps in the spin-Hall effect: construction of the Boltzmann collision integral, arXiv:0910.1596
• Y. Shiomi, Y. Onose, and Y. Tokura, Effect of scattering on intrinsic anomalous Hall effect investigated by Lorenz ratio, Phys. Rev. B 81, 054414 (2010) (in transition metals)

Doped and undoped Mott antiferromagnets

• Y. H. Szczech, M. A. Tusch, and D. E. Logan, Collective excitation spectrum of a disordered Hubbard model, J. Phys.: Condens. Matter 9, 9621 (1997) (3D Hubbard model at half filling)
• F. Carvalho Dias and I. R. Pimentel, Spin correlations and magnetic susceptibilities of lightly doped antiferromagnets, Phys. Rev. B 71, 224412 (2005) (slave-fermion/Schwinger-boson method applied to t-J model)
• S. I. Vedeneev and D. K. Maude, Vortexlike excitations in a nonsuperconducting single-layer compound Bi_2+xSr_2-xCuO_6+delta single crystal in high magnetic fields, Phys. Rev. B 72, 214514 (2005)
• T. Morinari, Half-skyrmion picture of single hole doped high-T_c cuprate, cond-mat/0502437; T. Morinari, Half-skyrmion picture of single hole doped CuO₂ plane, cond-mat/0507666; Mechanism of d_x²-y²-wave superconductivity based on doped hole induced spin texture in high T_c cuprates, cond-mat/0509632
• C. Bruegger, F. Kaempfer, M. Pepe, and U.-J. Wiese, Magnon-mediated Binding between Holes in an Antiferromagnet, cond-mat/0511367
• G. Sangiovanni, A. Toschi, E. Koch, K. Held, M. Capone, C. Castellani, O. Gunnarsson, S.-K. Mo, J. W. Allen, H.-D. Kim, A. Sekiyama, A. Yamasaki, S. Suga, and P. Metcalf, Static vs. dynamical mean field theory of Mott antiferromagnets, cond-mat/0511442 (theory and experiment)
• A. Luscher, A. Läuchli, W. Zheng, and O. P. Sushkov, Single-hole properties of the t-J model on the honeycomb lattice, cond-mat/0512074
• W.-F. Tsai and S. A. Kivelson, Inhomogeneous Hubbard Models: from Weak to Strong Coupling, cond-mat/0601113
• L. Balents and S. Sachdev, Dual vortex theory of doped Mott insulators, cond-mat/0612220
• M. Greiter and R. Thomale, No evidence for spontaneous orbital currents in finite size studies of three-band models for CuO planes, cond-mat/0701245 (criticize Varma's picture)
• T.-P. Choy, R. G. Leigh, and P. Phillips, Hidden Charge 2e Boson: Experimental Consequences for Doped Mott Insulators, arXiv:0712.2841 (discuss how many peculiar features of the normal state of cuprates result naturally from a low-energy charge-2e bosonic field); R. G. Leigh and P. Phillips, Origin of the Mott Gap, arXiv:0812.0593
• D. Poilblanc, Properties of Holons in the Quantum Dimer Model, Phys. Rev. Lett. 100, 157206 (2008) (amoung other results, finds tendency of holons to bind magnetic vortices, whereby they are transmuted to bosons)
• C.-W. Liu, S. Liu, Y.-J. Kao, A. L. Chernyshev, and A. W. Sandvik, Impurity-induced frustration in correlated oxides, arXiv:0812.1023
• K. Bouadim, G. G. Batrouni, and R. T. Scalettar, Determinant Quantum Monte Carlo Study of the Orbitally Selective Mott Transition, arXiv:0903.3390
• T. Morinari, Half-Skyrmion theory for high-temperature superconductivity, arXiv:0908.3385
• S. Chakraborty, S. Hong, and P. Phillips, Non-conservation of Fermionic Degrees of Freedom at Low-energy in Doped Mott Insulators, arXiv:0909.3096
• S. K. Sarker and T. Lovorn, A Consistent Theory of Underdoped Cuprates: Evolution of the RVB State From Half Filling, arXiv:0910.2204
• M. Khodas and A. M. Tsvelik, Influence of Thermal Fluctuations of Spin Density Wave Order Parameter on the Quasiparticle Spectral Function, arXiv:1001.0590 (a spin-fermion model of electrons coupled to SDW order, motivated by underdoped cuprates, but also potentially relevant for pnictides)
• F. Hassler, A. Rüegg, M. Sigrist, and G. Blatter, Dynamical Unbinding Transition in a Periodically Driven Mott Insulator, arXiv:1002.3085 (Hubbard model in non-equilibrium)
• T. Das, R. S. Markiewicz, and A. Bansil, Optical model-solution to the competition between a pseudogap phase and a Mott-gap phase in high-temperature cuprate superconductors, arXiv:1002.4188

Disordered ferromagnets (not specifically DMS)

• A. Singh and E. Fradkin, Localization and correlation effects in itinerant ferromagnets, Phys. Rev. B 35, 6894 (1987) (employing 1/N expansion)
• A. V. Andreev and A. Kamenev, Itinerant Ferromagnetism in Disordered Metals: A Mean-Field Theory, Phys. Rev. Lett. 81, 3199 (1998) (enhancement of ferromagnetism by potential disorder in two dimensions or less, no fluctuations)
• P. Jacquod and A. D. Stone, Ground-State Magnetization in Disordered Systems: Exchange vs. Off-Diagonal Interaction Fluctuations, cond-mat/0003352, phys. stat. sol. (2000)
• P. Jacquod and A. D. Stone, Ground-state magnetization for interacting fermions in a disordered potential: Kinetic energy, exchange interaction, and off-diagonal fluctuations, Phys. Rev. B 64, 214416 (2001) (contains brief review of Stoner theory in disordered metals)
• Y. Tserkovnyak, A. Brataas, and G. E. W. Bauer, Current-Induced Magnetization Dynamics in Disordered Itinerant Ferromagnets, cond-mat/0512715 (extended local-density approximation)
• S. G. Magalhaes, F. M. Zimmer, P. R. Krebs, and B. Coqblin, Spin Glass and ferromagnetism in disordered Cerium compounds, cond-mat/0606551 (competition between spin glass, ferromagnetism, and Kondo physics for Kondo lattice model with random interactions, functional integral approach)
• J. A. Sobota, D. Tanaskovic, and V. Dobrosavljevic, RKKY interactions in the regime of strong localization, cond-mat/0609425 (more general idea exhibited for 1D system; no diffusion)
• J. A. Hoyos and T. Vojta, Local defect in a magnet with long-range interactions, cond-mat/0611001 (Ising magnet in paramagnetic phase close to classical or quantum critical point, with long-range stiffness-type [not density-density] interaction and a spherical defect region favoring magnetic order)
• L. De Sanctis and F. Guerra, Mean field dilute ferromagnet I. High temperature and zero temperature behavior, arXiv:0801.4940 (Ising model on random network, same coupling on all bonds)
• A. Chakraborty and G. Bouzerar, Dynamical properties of dilute ferromagnetic systems, arXiv:1003.2077 (site-diluted nearest-neighbor Heisenberg model, self-consistent local RPA for large supercells)

Magnetism and general properties of pnictides and related compounds

• I. I. Mazin, M. D. Johannes, L. Boeri, K. Koepernik, and D. J. Singh, Challenge of unravelling magnetic properties of LaFeAsO, arXiv:0806.1869 (careful discussion of various ab-initio calculations for this undoped system and of the character of its magnetic ordering)
• Y. Qiu, W. Bao, Q. Huang, J. W. Lynn, T. Yildirim, J. Simmons, Y. C. Gasparovic, J. Li, M. Green, T. Wu, G. Wu, and X. H. Chen, The absence of the spin-density-wave order in the NdFeAs(O,F) high T_c superconductor system, arXiv:0806.2195 (this compound shows a structural transition at about 150K, but no SDW order except at very small temperatures, unlike other compounds of this class - by now superceded, it does show SDW order)
• M. A. McGuire, A. D. Christianson, A. S. Sefat, B. C. Sales, M. D. Lumsden, R. Jin, E. A. Payzant, D. Mandrus, Y. Luan, V. Keppens, V. Varadarajan, J. W. Brill, R. P. Hermann, M. T. Sougrati, F. Grandjean, and G. J. Long, Phase transitions in LaFeAsO: structural, magnetic, elastic, and transport properties, heat capacity and Mössbauer spectra, arXiv:0806.3878
• J. Lorenzana, G. Seibold, C. Ortix, and M. Grilli, Competing orders in FeAs layers, arXiv:0807.2412
• R. Yu, K. T. Trinh, A. Moreo, M. Daghofer, J. A. Riera, S. Haas, and E. Dagotto, Magnetic and Metallic State at Intermediate Hubbard U Coupling in Multiorbital Models for Undoped Fe Pnictides, arXiv:0812.2894 (mean-field theory for metallic antiferromagnetic state using four-band and two-band models)
• D. Hsieh, Y. Xia, L. Wray, D. Qian, K. Gomes, A. Yazdani, G. F. Chen, J. L. Luo, N.L. Wang, and M.Z. Hasan, Experimental determination of the microscopic origin of magnetism in parent iron pnictides, arXiv:0812.2289 (ARPES and STM, favoring a SDW state)
• Y.-Z. Zhang, H. C. Kandpal, I. Opahle, H. O. Jeschke, and R. Valenti, Pressure-induced structure phase transitions in iron-pnictide AFe₂As₂ superconductors using ab initio molecular-dynamics calculations, arXiv:0812.2920 (also discuss magnetic instability, which is found to be different for different ions "A", to favor stripe ordering, and to vanish for tetragonal symmetry)
• V. Barzykin and L. P. Gor'kov, The role of striction at magnetic and structural transitions in iron-pnictides, arXiv:0812.4277 (magneto-elastic effects)
• I. I. Mazin and M. D. Johannes, A key role for unusual spin dynamics in ferropnictides, Nature Physics 5, 141 (2009) (idea of fluctuating SDW domains, which makes experimental results dependent on the experimental time scale) ; see also W. E. Pickett, Iron-based superconductors: Timing is crucial in the same issue
• Y. Xia, D. Qian, L. Wray, D. Hsieh, G. F. Chen, J. L. Luo, N. L. Wang, and M. Z. Hasan, Fermi Surface Topology and Low-Lying Quasiparticle Dynamics of Parent Fe_1+xTe/Se Superconductor, Phys. Rev. Lett. 103, 037002 (2009); also viewpoint A. V. Balatsky and D. Parker, Not all iron superconductors are the same, Physics 2, 59 (2009)
• J. Dai, J.-X. Zhu, and Q. Si, f-spin physics of rare-earth iron pnictides: Influence of d-electron antiferromagnetic order on the heavy-fermion phase diagram, Phys. Rev. B 80, 020505(R) (2009) (theory: Kondo screening of f-electron spins is suppressed by magnetic ordering of Fe d-electron spins)
• M. M. Korshunov, I. Eremin, D. V. Efremov, D. L. Maslov, and A. V. Chubukov, Non-analytic spin susceptibility of a nested Fermi liquid: the case of Fe-based pnictides, arXiv:0901.0238
• M. Matusiak, T. Plackowski, Z. Bukowski, N. D. Zhigadlo, and J. Karpinski, The thermoelectric power as an evidence of Spin Density Wave order in the SmFeAsO and NdFeAsO, arXiv:0901.2472
• E. Manousakis, J. Ren, S. Meng, and E. Kaxiras, Is the nature of magnetic order in copper-oxides and in iron-pnictides different?, arXiv:0902.3450 (qualitative discussion based on previously reported electronic structure, support a local-moment picture for the pnictides)
• N. J. Curro, A. P. Dioguardi, N. Roberts-Warren, A. C. Shockley, and P. Klavin, Low energy spin dynamics in the antiferromagnetic phase of CaFe₂As₂, arXiv:0902.4492 (consistent with metallic ordered state)
• S. E. Hahn, Y. Lee, N. Ni, A. Alatas, B. M. Leu, D. Y. Chung, I. S. Todorov, E. E. Alp, M. G. Kanatzidis, P.C. Canfield, A. I. Goldman, R. J. McQueeney, and B. N. Harmon, Influence of Magnetism on Phonons in CaFe₂As₂, arXiv:0903.0017 (strong effect of magnetic correlations on phonons even in the disordered phase)
• M. S. Laad and L. Craco, Anomalous Magnetic Susceptibility in Iron Pnictides: Paramagnetic Phase, arXiv:0903.3732, Phys. Rev. B
• K. Kubo and P. Thalmeier, Multiorbital effects on antiferromagnetism in Fe pnictides, arXiv:0903.4064 (two-orbital model, consider spin and orbital ordering)
• R. R. P. Singh, Exchange Constants and Neutron Spectra of Iron Pnictide Materials, arXiv:0903.4408 (on 122 compounds)
• C. Xu and J. Hu, Field theory for magnetic and lattice structure properties of Fe_1+yTe_1-xSe_x, arXiv:0903.4477
• G. Liu, H. Liu, L. Zhao, W. Zhang, X. Jia, J. Meng, X. Dong, G. F. Chen, G. Wang, Y. Zhou, Y. Zhu, X. Wang, Z. Xu, C. Chen, and X. J. Zhou, Electronic Evidence of Unusual Magnetic Ordering in a Parent Compound of FeAs-Based Superconductors, arXiv:0904.0677
• M. D. Johannes and Igor Mazin, Microscopic origin of magnetism and magnetic interactions in ferropnictides, arXiv:0904.3857 (take a middle route between the strongly correlated and the itinerant picture)
• D. Parker and Igor Mazin, Spin density wave coexistence and nodal lines in superconducting pnictides, arXiv:0904.3926
• W. Lv, J. Wu, and P. Phillips, Jahn-Teller Effect Induces Structural Phase Transition and the Resistivity Anomaly in Iron Pnictides, arXiv:0905.1704
• G.-B. Liu and B.-G. Liu, Temperature-dependent striped antiferromagnetism of LaFeAsO in a Green's function approach, arXiv:0905.2005
• P. Prelovsek, I. Sega, and T. Tohyama, Analysis of transport properties of iron pnictides: spin-fluctuation scenario, arXiv:0905.4153
• M. J. Calderon, B. Valenzuela, and E. Bascones, Tight binding model for iron pnictides, arXiv:0907.1259
• Y. Luo, Y. Li, S. Jiang, J. Dai, G. Cao, and Z. Xu, Phase diagram of CeFeAs_1-xP_xO: Two magnetic quantum critical points driven by chemical doping, arXiv:0907.2961
• D. S. Inosov, J. T. Park, P. Bourges, D. L. Sun, Y. Sidis, A. Schneidewind, K. Hradil, D. Haug, C. T. Lin, B. Keimer, and V. Hinkov, Normal-State Spin Dynamics and Temperature-Dependent Spin Resonance Energy in an Optimally Doped Iron Arsenide Superconductor, arXiv:0907.3632 (inelastic neutron scattering, exhibiting a nearly antiferromagnetic metal without pseudogap)
• J. J. Ying, T. Wu, Q. J. Zheng, Y. He, G. Wu, Q. J. Li, Y. J. Yan, Y. L. Xie, R. H. Liu, X. F. Wang, and X. H. Chen, Study of Electron Spin Resonance on single crystals EuFe_2-xCo_xAs₂, arXiv:0908.0037
• R. Khasanov, M. Bendele, A. Amato, K. Conder, M. Elender, H. Keller, H.-H. Klauss, H. Luetkens, E. Pomjakushina, and A. Raselli, Pressure Induced Static Magnetic Order in Superconducting FeSe_1-x, arXiv:0908.2734 (under pressure, antiferromagnetic long-range order appears above the superconducting transition and might coexist at low temperatures)
• H. Li, W. Tian, J. L. Zarestky, A. Kreyssig, N. Ni, S. L. Bud'ko, P. C. Canfield, A. I. Goldman, R. J. McQueeney, and D. Vaknin, Magnetic and lattice coupling in single-crystal SrFe₂As₂: A neutron scattering study, arXiv:0908.4253 (coinciding structural and magnetic first-order transitions)
• D. Reznik, K. Lokshin, D. C. Mitchell, D. Parshall, W. Dmowski, D. Lamago, R. Heid, K.-P. Bohnen, A.S. Sefat, M. A. McGuire, B. C. Sales, D. G. Mandrus, A. Asubedi, D. J. Singh, A. Alatas, M. H. Upton, A. H. Said, A. Cunsolo, Yu. Shvydko, and T. Egami, Phonons as a probe of the magnetic state in doped and undoped BaFe₂As₂, arXiv:0908.4359 (inelastic x-ray scattering compared to DFT, suggesting strong coupling between phonons and high-frequency magnetic fluctuations)
• T. Egami, B. V. Fine, D. J. Singh, D. Parshall, C. de la Cruz, and P. Dai, Spin-Phonon Coupling in Iron Pnictide Superconductors, arXiv:0908.4361 (short paper, Landau theory for the magnetic order controlled by As-Fe separation)
• M. M. Qazilbash, J. J. Hamlin, R. E. Baumbach, Lijun Zhang, D. J. Singh, M. B. Maple, and D. N. Basov, Electronic correlations in the iron pnictides, arXiv:0909.0312 (infrared and optical spectroscopy)
• P. Richard, K. Nakayama, T. Sato, M. Neupane, Y.-M. Xu, J. H. Bowen, G. F. Chen, J. L. Luo, N. L. Wang, H. Ding, and T. Takahashi, Observation of Dirac Cone Electronic Dispersion in BaFe₂As₂, arXiv:0909.0574 (ARPES)
• M. Yi, D. H. Lu, J. G. Analytis, J.-H. Chu, S.-K. Mo, R.-H. He, M. Hashimoto, R. G. Moore, I. I. Mazin, D. J. Singh, Z. Hussain, I. R. Fisher, and Z.-X. Shen, Unconventional electronic reconstruction in undoped (Ba,Sr)Fe2As2 across the spin density wave transition, arXiv:0909.0831 (ARPES, compared to DFT)
• A. Jesche, C. Krellner, M. de Souza, M. Lang, and C. Geibel, Rare earth magnetism in CeFeAsO: A single crystal study, arXiv:0909.0903 (single crystals, Ce moments do not feel SDW ordering?)
• E. Kaneshita, T. Morinari, and T. Tohyama, Modeling Antiferromagnetic Phase in Iron Pnictides: Weakly Ordered State, arXiv:0909.1081 (calculation of the optical conductivity)
• E. Dengler, J. Deisenhofer, H.-A. Krug von Nidda, S. Khim, J. S. Kim, K. H. Kim, F. Casper, C. Felser, and A. Loidl, Coupling of localized moments and itinerant electrons in EuFe2As2 single crystals studied by Electron Spin Resonance, arXiv:0909.2054
• S. J. Moon, J. H. Shin, D. Parker, W. S. Choi, I. I. Mazin, Y. S. Lee, J. Y. Kim, N. H. Sung, B. K. Cho, S. H. Khim, J. S. Kim, K. H. Kim, and T. W. Noh, Dual Character of Magnetism in Ferropnictides: Insights from Optical Measurements, arXiv:0909.3352 (optical spectroscopy accompanied by DFT: intermediate, not fully local or itinerant antiferromagnetism)
• H. Sugawara, K. Ishida, Y. Nakai, H. Yanagi, T. Kamiya, Y. Kamihara, M. Hirano, and H. Hosono, Two-Dimensional Spin Dynamics in the Itinerant Ferromagnet LaCoPO Revealed by Magnetization and ³¹P-NMR Measurements, arXiv:0909.5641 (isostructural with 1111 pnictides showing SDW order and superconductivity; LaCoPO is a weak ferromagnetic metal with small ordered moments but large paramagnetic moments above T_C)
• M. Daghofer, A. Nicholson, A. Moreo, and E. Dagotto, Three-Orbital model for the Pnictides, arXiv:0910.1573
• R. Applegate, J. Oitmaa, and R. R. P. Singh, Spin-waves in the J_1a-J_1b-J₂ orthorombic square-lattice Heisenberg models: Application to the iron pnictide materials, arXiv:0910.1793 (anisotropic Heisenberg model, see also the following reference)
• D.-X. Yao and E. W. Carlson, Magnetic Excitations of Undoped Iron Oxypnictides, arXiv:0910.2528 (anisotropic Heisenberg model, see also the preceding reference)
• S. Zhou and Z. Wang, Electron correlation and spin density wave order in iron pnictides, arXiv:0910.2707
• N. Harrison and S. E. Sebastian, Dirac nodal pockets in the antiferromagnetic parent phase of FeAs superconductors, arXiv:0910.4199 (propose graphene-like Dirac cones in the quasiparticle dispersion in the SDW state of 122-compounds)
• F. Cricchio, O. Granas, and L. Nordstrom, The low spin moment in LaOFeAs is due to a hidden multipole order caused by spin orbital ordering, arXiv:0911.1342
• R. Mittal, R. Heid, A. Bosak, T. R. Forrest, S. L. Chaplot, D. Lamago, D. Reznik, K. P. Bohnen, Y. Su, N. Kumar, S. K. Dhar, A. Thamizhavel, Ch. Rüegg, M. Krisch, D. F. McMorrow, Th. Brueckel, and L. Pintschovius, Pressure dependence of phonon modes across the tetragonal to collapsed tetragonal phase transition in CaFe2As2, arXiv:0911.1665
• I. Eremin and A. V. Chubukov, Magnetic degeneracy and hidden metallicity of the spin density wave state in ferropnictides, arXiv:0911.1754
• H. Ishida and A. Liebsch, Fermi-liquid, non-Fermi-liquid, and Mott phases in iron pnictides and cuprates, arXiv:0911.1940 (strong-coupling picture, unified description of pnictides and cuprates)
• Y. Luo, Q. Tao, Y. Li, X. Lin, L. Li, G. Cao, Z. Xu, H. Kaneko, A. V. Savinkov, Y. Xue, H. Suzuki, C. Fang, and J. Hu, Evidence of Magnetically Driven Structural Phase Transition in Parent Compounds RFeAsO (R = La, Sm, Gd, Tb): study of low-temperature X-ray diffraction, arXiv:0911.2779 (in 1111-compounds the structural and Neel transition temperatures as well as their difference decrease with decreasing c-axis lattice constant with rare-earth substitution)
• R. M. Fernandes, L. H. VanBebber, S. Bhattacharya, P. Chandra, V. Keppens, D. Mandrus, M. A. McGuire, B. C. Sales, A. S. Sefat, and J. Schmalian, Fluctuations-induced softening of the elastic properties of Fe-As based pnictide superconductors, arXiv:0911.3084 (ultrasound spectroscopy, supports the notion that the structural transition is strongly coupled to magnetic fluctuations)
• B. Schmidt, M. Siahatgar, and P. Thalmeier, Frustrated local moment models for Fe-pnictide magnetism, arXiv:0911.5664
• P. Prelovsek and I. Sega, Anomalous normal-state properties of iron pnictides: phenomenological theory, arXiv:0912.3122
• H. Lee, Y.-Z. Zhang, H. O. Jeschke, and R. Valenti, Possible origin of the reduced magnetic moment in iron pnictides: Frustrated versus unfrustrated bands, arXiv:0912.4024 (DMFT)
• K. Matan, S. Ibuka, R. Morinaga, S. Chi, J. W. Lynn, A. D. Christianson, M. D. Lumsden, and T. J. Sato, Doping Dependence of Spin Dynamics in Electron-Doped Ba(Fe1-xCox)2As2, arXiv:0912.4945 (inelastic neutron scattering, also propose a change in the Fermi-surface topology)
• Q. Si, Iron pnictide superconductors: Electrons on the verge, arXiv:0912.4989 (optical spectroscopy suggesting rather strong electronic correlations)
• G. Lang, H.-J. Grafe, D. Paar, F. Hammerath, K. Manthey, G. Behr, J. Werner, and B. Büchner, Nanoscale electronic order in iron pnictides, arXiv:0912.5495 (... in underdoped 1111 samples but not in undoped or optimally doped samples)
• J. G. Storey, J. W. Loram, J. R. Cooper, Z. Bukowski, and J. Karpinski, The electronic specific heat of Ba1-xKxFe2As2 from 2K to 380K, arXiv:1001.0474
• Y.-Z. Zhang, I. Opahle, H. O. Jeschke, and R. Valenti, Itinerant Nature of Magnetism in Iron Pnictides: A first principles study, arXiv:1001.0536
• L. de' Medici, S. R. Hassan, and M. Capone, Genesis of coexisting itinerant and localized electrons in Iron Pnictides, arXiv:1001.1098
• H. Eschrig, A. Lankau, and K. Koepernik, Calculated Cleavage Behavior and Surface States of LaOFeAs, arXiv:1001.1127 (DFT)
• A. M. Tsvelik, Striped pnictides as new strongly correlated systems, arXiv:1001.2528
• A. Jesche, C. Krellner, M. de Souza, M. Lang, and C. Geibel, Structural and magnetic transition in CeFeAsO: separated or connected?, arXiv:1001.4349 (difference between strutural and magnetic transition temperatures decreases with increasing sample quality, is concluded to be extrinsic)
• B. Zhou, Y. Zhang, L.-X. Yang, M. Xu, C. He, F. Chen, J.-F. Zhao, H.-W. Ou, J. Wei, B.-P. Xie, T. Wu, G. Wu, M. Arita, K. Shimada, H. Namatame, M. Taniguchi, X. H. Chen, and D. L. Feng, Electronic structure of EuFe2As2, arXiv:1001.4537 (ARPES)
• L. P. Gor'kov and G. B. Teitel'baum, On spatial non-homogeneity in iron pnictides: formation of the soliton phase, arXiv:1001.4641
• Q. Tao, Z. Zhu, X. Lin, G. Cao, Z. Xu, G. Chen, J. Luo, and N. Wang, Comparative study on the thermoelectric effect of parent oxypnictides LaTAsO (T = Fe, Ni), arXiv:1002.0417
• J. Knolle, I. Eremin, A. V. Chubukov, and R. Moessner, Theory of itinerant magnetic excitations in the SDW phase of iron-based superconductors, arXiv:1002.1668
• E. Bascones, M. J. Calderon, and B. Valenzuela, Low magnetization and anisotropy in the antiferromagnetic state of undoped iron pnictides, arXiv:1002.2584 (model based on 2 iron ions per unit cell with 5 orbitals each)
• E. Kaneshita and T. Tohyama, Spin and Charge Dynamics Ruled by the Antiferromagnetic Order in Iron Pnictides, arXiv:1002.2701 (imaginary part of spin susceptibility, showing spin-wave dispersion, using Kuroki model)
• W. Lv, F. Krüger, and P. Phillips, Orbital Ordering and Unfrustrated (pi,0) Magnetism from Degenerate Double Exchange in the Pnictides, arXiv:1002.3165 (based on a spin-fermion model)
• Y. Gao, T. Zhou, C. S. Ting, and W.-P. Su, Spin dynamics in electron-doped pnictide superconductors, arXiv:1003.2609

Spin-crossover systems and related models

• D. Chernyshov, H.-B. Bürgi, M. Hostettler, and K. W. Törnroos, Landau theory for spin transition and ordering phenomena in Fe(II) compounds, Phys. Rev. B 70, 094116 (2004) (cf. talk by Bürgi in Berlin)
• R. Raghunathan, J.-P. Sutter, L. Ducasse, C. Desplanches, and S. Ramasesha, Microscopic Model for High-spin vs. Low-spin ground state in [Ni₂M(CN)₈] (M=Mo^V, W^V, Nb^IV) magnetic clusters, cond-mat/0511594
• T. Tsuchiya, R. M. Wentzcovitch, C. R. S. da Silva, and S. de Gironcoli, Spin Transition in Magnesiowüstite in Earth's Lower Mantle, Phys. Rev. Lett. 96, 198501 (2006) (LDA+U supercell with ordered Fe positions, Hubbard-U is computed)
• L. Wang and A. W. Sandvik, Low-Energy Dynamics of the Two-Dimensional S=1/2 Heisenberg Antiferromagnet on Percolating Clusters, Phys. Rev. Lett. 97, 117204 (2006)
• Y. Konishi, H. Tokoro, M. Nishino, and S. Miyashita, Magnetic Properties and Metastable States in Spin-Crossover Transition of Co-Fe Prussian Blue Analogues, cond-mat/0610500 (mean-field theory and classical Monte Carlo simulations)
• M. Nishino, K. Boukheddaden, Y. Konishi, and S. Miyashita, Simple Two-Dimensional Model for the Elastic Origin of Cooperativity among Spin States of Spin-Crossover Complexes, Phys. Rev. Lett. 98, 247203 (2007)
• K. Boukheddaden, J. Linares, R. Tanasa, and C. Chong, Theoretical investigations on an axial next nearest neighbour Ising-like model for spin crossover solids: one- and two-step spin transitions, J. Phys.: Condens. Matter 19, 106201 (2007) (1D ANNNI-type model)
• S. M. Patchedjiev, J. P. Whitehead, and K. De'Bell, The role of the exchange and dipolar interactions in the determination of the magnetic ordering of a two-dimensional lattice with random vacancies, J. Phys.: Condens. Matter 19, 196207 (2007)
• A. Gordillo-Guerrero and J. J. Ruiz-Lorenzo, Lack of Self-Averaging in the Three Dimensional Site Diluted Heisenberg Model at the critical point, cond-mat/0703820, J. Stat. Mech. (2007), P06014 (quenched dilution on simple cubic lattice, find agreement with Harris criterion, i.e., same universality class as for the undiluted lattice)
• D. J. Priour Jr. and S. Das Sarma, The critical behavior of three dimensional Heisenberg models on disordered lattices: Possible violation of Harris criterion in diluted magnetic semiconductors, arXiv:0710.5735 (site- and bond-diluted Heisenberg models, critical exponents are found, from classical MC simulations, to depend on disorder, in apparent disagreement with the Harris criterion)
• H. O. Jeschke, L. A. Salguero, B. Rahaman, C. Buchsbaum, V. Pashchenko, M. U. Schmidt, T. Saha-Dasgupta, and R. Valenti, Microscopic modeling of a spin crossover transition, New J. Phys. 9, 448 (2007) (DFT and MD for a model spin-crossover compound based on Fe(II) and triazole ligands, also has a shorter experimental part)
• E. Agliari, A. Barra, and F. Camboni, Criticality in diluted ferromagnet, arXiv:0804.4503 (apparently Ising model on random network)
• S. Shi, G. Schmerber, J. Arabski, J.-B. Beaufrand, D. J. Kim, S. Boukari, M. Bowen, N. T. Kemp, N. Viart, G. Rogez, E. Beaurepaire, H. Aubriet, J. Petersen, C. Becker, and D. Ruch, Study of molecular spin-crossover complex Fe(phen)₂(NCS)₂ thin films, Appl. Phys. Lett. 95, 043303 (2009) (current-voltage characteristics)
• N. Baadji, M. Piacenza, T. Tugsuz, F. Della Sala, G. Maruccio, and S. Sanvito, Electrostatic spin crossover effect in polar magnetic molecules, Nature Mater. 8, 813 (2009) (DFT calculation, propose spin crossover induced by an applied electric field through the Stark effect)
• K. Szalowski and T. Balcerzak, In search of antiferromagnetic interlayer coupling in diluted magnetic thin films with RKKY interaction, arXiv:0901.2088 (triple layer, the two outer ones with diluted magnetic moments)
• R. Yu, S. Haas, and T. Roscilde, Revealing Novel Quantum Phases in Quantum Antiferromagnets on Random Lattices, arXiv:0905.0693
• L. Wang and A. W. Sandvik, Nature of the low-energy excitations of two-dimensional diluted Heisenberg quantum antiferromagnets, arXiv:0909.5211
• M. Nishino, C. Enachescu, S. Miyashita, K. Boukheddaden, and F. Varret, Intrinsic effects of the boundary condition on the switching process of spin crossover solids, arXiv:0910.4519

Magnetic molecules

• K. Park, T. Baruah, N. Bernstein, and M. R. Pederson, Second-order transverse magnetic anisotropy induced by disorder in the single-molecule magnet Mn₁₂, Phys. Rev. B 69, 144426 (2004) (DFT paper containing clear discussion of symmetry of Mn₁₂ acetate and resulting magnetic anisotropies)
• K. Park and M. R. Pederson, Effect of extra electrons on the exchange and magnetic anisotropy in the anionic single-molecule magnet Mn₁₂, Phys. Rev. B 70, 054414 (2004) (DFT, total spin generally increases with increasing charge, easy-axis anisotropy decreases, and an in-plane anisotropy appears; the LUMO of neutral Mn₁₂act is not degenerate, but there are further orbitals right above it)
• W. Wernsdorfer, N. E. Chakov, and G. Christou, Determination of the magnetic anisotropy axes of single-molecule magnets, cond-mat/0405565 (magnetometry)
• O. Shafir, A. Keren, S. Maegawa, M. Ueda, A. Amato, and C. Baines, Demonstrating multibit magnetic memory in the Fe₈ high-spin molecule by muon spin rotation, Phys. Rev. B 72, 092410 (2005)
• C. H. Booth, M. D. Walter, M. Daniel, W. W. Lukens, and R. A. Andersen, Self-Contained Kondo Effect in Single Molecules, Phys. Rev. Lett. 95, 267202 (2005) (carbon ring systems, i.e., metallocenes)
• J. J. L. Morton, A. M. Tyryshkin, A. Ardavan, K. Porfyrakis, S. A. Lyon, G. Andrew, and D. Briggs, Electron spin relaxation of N@C₆₀ in CS₂, cond-mat/0510610, J. Chem. Phys. 124, 014508 (2006)
• V. Iancu, A. Deshpande, and S.-W. Hla, Manipulating Kondo Temperature via Single Molecule Switching, cond-mat/0603187, Nano. Lett.
• P. Messina, M. Mannini, A. Caneschi, D. Gatteschi, L. Sorace, P. Sigalotti, C. Sandrin, P. Pittana, and Y. Manassen, Spin Noise Fluctuations from Paramagnetic Molecular Adsorbates on Surfaces, cond-mat/0605075
• R. Lopez-Ruiz, F. Luis, A. Millan, C. Rillo, D. Zueco, and J. L. Garcia-Palacios, Non-linear response of single-molecule magnets: field-tuned quantum-to-classical crossovers, cond-mat/0606091 (Mn₁₂ clusters, experimental paper)
• F. Simon, H. Kuzmany, B. Nafradi, T. Feher, L. Forro, F. Fulop, A. Janossy, L. Korecz, A. Rockenbauer, F. Hauke, and A. Hirsch, Magnetic fullerenes inside single-wall carbon nanotubes, cond-mat/0606597
• X. Chang-Tan and J.-Q. Liang, EPR spectrum via entangled states for an exchange-coupled dimer of single-molecule magnets, cond-mat/0606602, Euro. Phys. J. B 44, 469 (2005)
• A. Keren, O. Shafir, E. Shimshoni, V. Marvaud, A. Bachschmidt, and J. Long, Experimental Estimates of Dephasing Time in Molecular Magnets, Phys. Rev. Lett. 98, 257204 (2007) (muon spin relaxation, metal-organic complexes)
• Z. Salman, K. H. Chow, R. I. Miller, A. Morello, T. J. Parolin, M. D. Hossain, T. A. Keeler, C. D. P. Levy, W. A. MacFarlane, G. D. Morris, H. Saadaoui, D. Wang, R. Sessoli, G. G. Condorelli, and R. F. Kiefl, Local Magnetic Properties of a Monolayer of Mn12 Single Molecule Magnets, arXiv:0804.4794
• D. A. Garanin, Density Matrix Equation for a Bathed Small System and its Application to Molecular Magnets, arXiv:0805.0391
• M. Trif, F. Troiani, D. Stepanenko, and D. Loss, Spin-Electric Coupling in Molecular Magnets, arXiv:0805.1158 (Cu₃, which has antiferromagnetic coupling between three spins forming a triangle)
• G.-H. Kim and E. M. Chudnovsky, Macroscopic quantum effects generated by the acoustic wave in a molecular magnet, arXiv:0812.3590 (model-based theory)
• M. Mannini, F. Pineider, P. Sainctavit, C. Danieli, E. Otero, C. Sciancalepore, A. M. Talarico, M.-A. Arrio, A. Cornia, D. Gatteschi, and R. Sessoli, Magnetic memory of a single-molecule quantum magnet wired to a gold surface, Nature Materials, doi:10.1038/nmat2374 (2009) (Fe₄ derivatives, monolayer)
• D. A. Garanin and E. M. Chudnovsky, Self-Organized Patterns of Macroscopic Quantum Tunneling in Molecular Magnets, Phys. Rev. Lett. 102, 097206 (2009); D. A. Garanin, Fronts of spin tunneling in molecular magnets, arXiv:0904.4685
• S. McHugh, B. Wen, X. Ma, M. P. Sarachik, Y. Myasoedov, E. Zeldov, R. Bagai, and G. Christou, Tuning Magnetic Avalanches in Mn12-ac, arXiv:0902.0531 (experiments, support deflagration picture of Chudnovsky and Garanin)
• Z. Salman, S. J. Blundell, S. R. Giblin, M. Mannini, L. Margheriti, E. Morenzoni, T. Prokscha, A. Suter, A. Cornia, and R. Sessoli, Proximal magnetometry of monolayers of single molecule magnets on gold using polarized muons, arXiv:0909.4634
• J. Schnack, Effects of frustration on magnetic molecules: a survey from Olivier Kahn till today, arXiv:0912.0411

For transport through magnetic systems see also Mesoscopic and nanoscopic transport

Other magnetic systems and phenomena

• M. R. Oliver, J. O. Dimmock, A. L. McWhorter, and T. B. Reed, Conductivity Studies in Europium Oxide, Phys. Rev. B 5, 1078 (1972) (including Eu-rich EuO)
• P. C. E. Stamp, Spin fluctuation theory in condensed quantum systems, J. Phys. F: Met. Phys. 15, 1829 (1985) (very interesting remarks, e.g., on difference between Stoner and Hubbard model)
• M. Bartkowiak and K. A. Chao, Magnetic susceptibility of the strongly correlated Hubbard model, Phys. Rev. B 46, 9228 (1992) (application of Hubbard operators)
• N. E. Bonesteel, Theory of anisotropic superexchange in insulating cuprates, Phys. Rev. B 47, 11302 (1993) (Dzyaloshinkski-Moriya interaction)
• I. V. Lerner, Dependence of the Ruderman-Kittel-Kasuya-Yosida interaction on nonmagnetic disorder, Phys. Rev. B 48, 9462 (1993)
• A. Gelfert and W. Nolting, Absence of a Magnetic Phase Transition in Heisenberg, Hubbard, and Kondo-lattice (s-f) Films, cond-mat/9910492, phys. stat. sol. (b) 217, 805 (2000) (generalization of the Mermin-Wagner theorem, contains review of previous work)
• V. Yu. Irkhin and M. I. Katsnelson, Electron spectrum, thermodynamics, and transport in antiferromagnetic metals at low temperatures, Phys. Rev. B 62, 5647 (2000)
• R. P. Cowburn and M. E. Welland, Room Temperature Magnetic Quantum Cellular Automata, Science 287, 1466 (2000) (experiment, using single-domain magnetic nanodots)
• I. Ya. Korenblit, Charge and spin modulation in ferromagnetic semimetals, Phys. Rev. B 64, 100405(R) (2001) (mean-field theory for coupled local moments and carriers, applicable to DMS, reentrant transition to stripe phase)
• J. C. Angles d'Auriac, R. Melin, P. Chandra, and B. Doucot, Spin models on non-Euclidean hyperlattices: Griffiths phases without extrinsic disorder, J. Phys. A: Math. Gen. 34, 675 (2001) (e.g., hyperbolic surfaces, i.e., negative curvature, importance of nonvanishing boundary effects in the large-N limit)
• J. König, M. C. Bønsager, and A. H. MacDonald, Dissipationless Spin Transport in Thin Film Ferromagnets, Phys. Rev. Lett. 87, 187202 (2001) (for an unusual form of spiral order, not a ferromagnet)
• T. Senthil, S. Sachdev, and M. Vojta, Small and large Fermi surfaces in metals with local moments, cond-mat/0209144
• V. Yu. Irkhin and A. V. Zarubin, Density-of-states picture and stability of ferromagnetism in the highly correlated Hubbard model, Phys. Rev. B 70, 035116 (2004) (more Hubbard operators, for a semicircular bare band)
• G. Zaránd, L. Borda, J. von Delft, and N. Andrei, Theory of Inelastic Scattering from Magnetic Impurities, Phys. Rev. Lett. 93, 107204 (2004)
• A. L. Kuzemsky, Theory of Magnetic Polaron, cond-mat/0408404
• Y. Zhang and S. Das Sarma, Exchange instabilities in electron systems: Bloch versus Stoner ferromagnetism, Phys. Rev. B 72, 115317 (2005) (clean 2D and 3D systems)
• I. Paul, C. Pépin, B. N. Narozhny, and D. L. Maslov, Quantum Correction to Conductivity close to Ferromagnetic Quantum Critical Point in Two Dimensions, Phys. Rev. Lett. 95, 017206 (2005)
• V. Bach, E. H. Lieb, and M. V. Travaglia, Ferromagnetism of the Hubbard Model at Strong Coupling in the Hartree-Fock Approximation, cond-mat/0506695, Rev. Math. Phys. 18, 519 (2006) (rigorous statements about the ground state in the HF approximation)
• N. Bray-Ali, J. E. Moore, T. Senthil, and A. Vishwanath, Ordering near the percolation threshold in models of 2D interacting bosons with quenched dilution, cond-mat/0507587 (quantum effects vs. percolation, relevant for 2D spin models with quenched dilution)
• E. Y. Vedmedenko, U. Grimm, and R. Wiesendanger, Interplay between magnetic and spatial order in quasicrystals, cond-mat/0509461
• A. S. Núñez, R. A. Duine, and A. H. MacDonald, Antiferromagnetic Metal Spintronics, cond-mat/0510797
• A. Kolezhuk and S. Sachdev, Magnon decay in gapped quantum spin systems, cond-mat/0511353 (contains discussion of O(3) sigma model and physics beyond it)
• P. Bruno, Berry phase, topology, and diabolicity in quantum nano-magnets, quant-ph/0511186 (short paper containing introduction to diabolical points)
• A. L. Kuzemsky, Statistical Theory of Spin Relaxation and Diffusion in Solids, cond-mat/0512182, J. Low Temp. Phys. 143, N 5/6 (2006) (long paper outlining and using the nonequilibrium statistical operator approach)
• K. P. Schmidt and G. S. Uhrig, Hardcore Magnons in the S=1/2 Heisenberg Model on the Square Lattice, cond-mat/0512244 (new method to treat constraints imposed by bosonization)
• W. M. Witzel and S. Das Sarma, A quantum theory for nuclear spin dynamics induced electron spin decoherence in semiconductor quantum computer architectures: Spectral diffusion of localized electron spins in the nuclear solid state environment, cond-mat/0512323
• A. Singh, Spin waves in a band ferromagnet: spin-rotationally symmetric study with self-energy and vertex corrections, cond-mat/0512648 (good overview over previous work, diagrammatics)
• L. Chioncel, P. Mavropoulos, M. Lezaic, S. Blügel, E. Arrigoni, M. I. Katsnelson, and A. I. Lichtenstein, Half-metallic ferromagnetism induced by dynamic electron correlations in VAs, Phys. Rev. Lett. 96, 197203 (2006) (zinc-blende VAs is not a ferromagnetic semiconductor but a half-metal due to correlations, ab-initio plus DMFT)
• J. Kienert and W. Nolting, Magnetic phase diagram of the Kondo lattice model with quantum localized spins, Phys. Rev. B 73, 224405 (2006) (discussion of the phase diagram for spins from S=1/2 to classical, momentum-conserving decoupling of the Green function)
• S. K. Srivastava, S. N. Mishra, and G. P. Das, Spin fluctuations of isolated Fe impurities in Pd-based dilute alloys: effect of ferromagnetic host spin polarization, J. Phys.: Condens. Matter 18, 9463 (2006) (experimental, giant moments of Fe)
• R. K. Kaul, G. Zaránd, S. Chandrasekharan, D. Ullmo, and H. U. Baranger, Spectroscopy of the Kondo Problem in a Box, Phys. Rev. Lett. 96, 176802 (2006) (Kondo physics for a spin coupled to electrons in a finite but large dot)
• A. Mitra, S. Takei, Y. B. Kim, and A. J. Millis, Nonequilibrium Quantum Criticality in Open Electronic Systems, Phys. Rev. Lett. 97, 236808 (2006) (study a ferromagnetic metallic layer driven out of equilibrium by a current in an N/F/N structure, use the Keldysh formalism)
• Y. Y. Wang and M. W. Wu, Control of spin coherence in semiconductor double quantum dots, cond-mat/0601028 (scheme to change the spin relaxation rate over 12 orders of magnitude)
• P. J. Jensen, K. H. Bennemann, D. K. Morr, and H. Dreyssé, Two-dimensional Heisenberg antiferromagnet in a transverse field, cond-mat/0602033 (Green function approach)
• U. K. Roessler, A. N. Bogdanov, and C. Pfleiderer, Spontaneous Skyrmion Ground States in Magnetic Metals, cond-mat/0603103; Supplementary Information for: 'Spontaneous Skyrmion Ground States in Magnetic Metals', cond-mat/0603104
• A. V. Syromyatnikov, Renormalization of the spin-wave spectrum in 3D ferromagnets with dipolar interaction, cond-mat/0603741
• P. Larson and W. R. L. Lambrecht, Electronic structure of Gd pnictides, cond-mat/0604374, Phys. Rev. B (electronic and magnetic properties of the series GdN, GdP, ..., GdBi, from LSDA+U calculations)
• M. Geshi, K. Kusakabe, H. Nagara, and N. Suzuki, New Ferromagnetic Nitrides CaN and SrN and their recipe, cond-mat/0604484 (DFT prediction of half-metallic ferromagnets)
• G. Metalidis and P. Bruno, Study of the topological Hall effect on simple models, cond-mat/0604545 (for 2DEG, the mechanism involves Berry phases in real space and does not rely on spin-orbit coupling)
• I. Paul, C. Pepin, and M. R. Norman, Kondo Breakdown and Hybridization Fluctuations in the Kondo-Heisenberg Lattice, cond-mat/0605152
• X. Wang, G. E. W. Bauer, B. J. van Wees, A. Brataas, and Y. Tserkovnyak, Voltage generation by ferromagnetic resonance, cond-mat/0608022
• I. S. Elfimov, A. Rusydi, S. I. Csiszar, Z. Hu, H. H. Hsieh, H.-J. Lin, C. T. Chen, R. Liang, and G. A. Sawatzky, Nitrogen based magnetic semiconductors, cond-mat/0608313 (proposal: replacement of oxygen by nitrogen in oxides introduces strongly coupled magnetic moments)
• A. Paramekanti and J. B. Marston, SU(N) quantum spin models: A variational wavefunction study, cond-mat/0608691
• U. Krey, On the dynamics of spin systems in the Landau-Lifshitz theory, cond-mat/0610122
• A. Tanaka and H. Tasaki, Metallic ferromagnetism in the Hubbard model: A rigorous example, cond-mat/0611318 (itinerant ferromagnetism in a Hubbard model of arbitrary dimension)
• K. H. Hoglund, A. W. Sandvik, and S. Sachdev, Impurity induced spin texture in quantum critical 2D antiferromagnets, cond-mat/0611418
• Y. J. Uemura et al., Phase separation and suppression of critical dynamics at quantum transitions of itinerant magnets: MnSi and (Sr_1-xCa_x)RuO₃, cond-mat/0612437 (muSR experiments)
• S. Schwieger, J. Kienert, K. Lenz, J. Lindner, K. Baberschke, and W. Nolting, Spin wave excitations: The main source of the temperature dependence of Interlayer exchange coupling in nanostructures, cond-mat/0612568 (theory and experiment)
• S. Ryu, O. I. Motrunich, J. Alicea, and M. P. A. Fisher, Algebraic vortex liquid theory of a quantum antiferromagnet on the kagome lattice, cond-mat/0701020 (with easy-plane anisotropy)
• J. Kienert and W. Nolting, Curie temperature of Kondo lattice films with finite itinerant charge carrier density, cond-mat/0701389 (RKKY to double exchange crossover)
• W. A. Harrison, Heisenberg exchange in magnetic monoxides, cond-mat/0701423, Phys. Rev. B (discusses microscopic exchange mechanism in FeO etc., strong direct exchange, compared to superexchange)
• K. H. Hoglund and A. W. Sandvik, Anomalous Curie response of impurities in quantum-critical spin-1/2 Heisenberg antiferromagnets, cond-mat/0701472
• S. Burdin and P. Fulde, Random Kondo Alloys, cond-mat/0701598 (CPA-type approach)
• L. Zeng, E. Helgren, F. Hellman, R. Islam, D. J. Smith, and J. W. Ager III, Microstructure, magneto-transport and magnetic properties of Gd-doped magnetron-sputtered amorphous carbon, cond-mat/0701675
• Yu. V. Pershin and M. Di Ventra, Spin blockade at semiconductor/ferromagnet junctions, cond-mat/0701678
• I. Fischer, N. Shah, and A. Rosch, Blue Phases in Chiral Ferromagnets, cond-mat/0702287
• M. Ferrero, L. De Leo, P. Lecheminant, and M. Fabrizio, Strong Correlations in a nutshell, cond-mat/0702629, Rev. Mod. Phys. (NRG for two to four Anderson impurities, discussion of results from conformal field theory and DMFT)
• S. Nishimoto and P. Fulde, Magnetic impurity in correlated electrons system, cond-mat/0703074 (1D Hubbard model treated with DMRG)
• S. Henning, F. Koermann, J. Kienert, S. Schwieger, and W. Nolting, Green function theory versus Quantum Monte Carlo calculations for thin magnetic films, arXiv:0704.1552 (ferromagnetic model with easy-plane anisotropy and magnetic field along the hard axis)
• A. Khitun, D. E. Nikonov, M. Bao, K. Galatsis, and K. L. Wang, Feasibility Study of Logic Circuits with Spin Wave Bus, arXiv:0704.2862
• L. Brey, H. A. Fertig, and S. Das Sarma, Diluted Graphene Antiferromagnet, arXiv:0705.1229 (RKKY interaction in graphene in predominantly ferromagnetic (antiferromagnetic) on the same (different) sublattices)
• E. Nielsen and R. N. Bhatt, Nanoscale ferromagnetism in non-magnetic doped semiconductors, arXiv:0705.2038 (for slightly more than one electron per dopand, essentially due to weaker binding of second electron by dopand, uses exact diagonalization)
• A. Khitun, M. Bao, J.-Y. Lee, K. L. Wang, D. W. Lee, S. Wang, and I. V. Roshchin, Inductively Coupled Circuits with Spin Wave Bus for Information Processing, arXiv:0705.3864
• S. Sakai, R. Arita, and H. Aoki, Itinerant ferromagnetism in the multiorbital Hubbard model: a dynamical mean-field study, arXiv:0706.3109 (also uses QMC, compares various lattice structures)
• M. Arnold and J. Kroha, Simultaneous ferromagnetic metal-semiconductor transition in electron-doped EuO, arXiv:0708.0416
• C. Castelnovo, R. Moessner, and S. L. Sondhi, Magnetic Monopoles in Spin Ice, arXiv:0710.5515 (prediction of monopoles as emergent quasiparticles)
• A. Morello, Quantum nanomagnets and nuclear spins: an overview, arXiv:0712.0638, Les Houches summer school 2006 (Quantum Magnetism) (tunneling of "large" moment through anisotropy barrier assisted by nuclear spins)
• M. Carubelli, O. V. Billoni, S. Pighin, S. A. Cannas, D. A. Stariolo, and F. A. Tamarit, The Spin Reorientation Transition and Phase Diagram of Ultrathin Ferromagnetic Films, arXiv:0712.2426 (2D Heisenberg model with anisotropy and dipolar interactions, Monte Carlo simulations)
• G.-W. Chern, R. Moessner, and O. Tchernyshyov, Partial order from disorder in a classical pyrochlore antiferromagnet, arXiv:0803.2332
• D. V. Efremov, J. J. Betouras, and A. V. Chubukov, Non-analytic behavior of 2D itinerant ferromagnets, arXiv:0804.2736 (non-analyticities destroy the second-order QCP)
• A. Mitra and A. J. Millis, Current driven quantum criticality in itinerant electron ferromagnets, arXiv:0804.3980 (also compare previous paper)
• A. Kalz, A. Honecker, S. Fuchs, and T. Pruschke, Phase diagram of the Ising square lattice with competing interactions, arXiv:0805.0983 (Monte Carlo simulations)
• M. Vojta, From itinerant to local-moment antiferromagnetism in Kondo lattices: Adiabatic continuity vs. quantum phase transitions, arXiv:0805.4272
• S. Altieri, M. Finazzi, H. H. Hsieh, M. W. Haverkort, H.-J. Lin, C. T. Chen, S. Frabboni, G. C. Gazzadi, A. Rota, S. Valeri, and L. H. Tjeng, Image charge screening: a new approach to enhance magnetic ordering temperatures, arXiv:0806.1710 (thin antiferromagnetic NiO and MgO films on silver show much higher Neel temperatures than on an insulating substrate)
• K. V. Kavokin, The puzzle of magnetic resonance effect on the magnetic compass of migratory birds, arXiv:0808.2401
• C. Xu and S. Sachdev, Global phase diagrams of frustrated quantum antiferromagnets in two dimensions: doubled Chern-Simons theory, arXiv:0811.1220
• D. Chassé and A.-M. S. Tremblay, Spin-Josephson effect in antiferromagnetic tunnel junctions, arXiv:0811.2999
• D. J. P. Morris, D. A. Tennant, S. A. Grigera, B. Klemke, C. Castelnovo, R. Moessner, C. Czternasty, M. Meissner, K. C. Rule, J.-U. Hoffmann, K. Kiefer, S. Gerischer, D. Slobinsky, and R. S. Perry, Dirac Strings and Magnetic Monopoles in Spin Ice Dy₂Ti₂O₇, Science DOI: 10.1126/science.1178868; T. Fennell, P. P. Deen, A. R. Wildes, K. Schmalzl, D. Prabhakaran, A. T. Boothroyd, R. J. Aldus, D. F. McMorrow, S. T. Bramwell, Magnetic Coulomb Phase in the Spin Ice Ho₂Ti₂O₇, Science DOI: 10.1126/science.1177582
• S. T. Bramwell, S. R. Giblin, S. Calder, R. Aldus, D. Prabhakaran, and T. Fennell, Measurement of the charge and current of magnetic monopoles in spin ice, Nature 461, 956 (2009)
• J. Cervenka, M. I. Katsnelson, and C. F. J. Flipse, Room-temperature ferromagnetism in graphite driven by two-dimensional networks of point defects, Nature Physics (2009), DOI: 10.1038/nphys1399 (note similarity of d⁰ magnetism in semiconductors)
• D. Peters, I. P. McCulloch, and W. Selke, Spin-1 Heisenberg antiferromagnetic chain with exchange and single-ion anisotropies, arXiv:0901.2081
• S. Henning and W. Nolting, The ground state magnetic phase diagram of the ferromagnetic Kondo-lattice model, arXiv:0901.2855 (cubic lattices in 1D, 2D, and 3D with spins 3/2, considering only bipartite orderings, essentially exact phase diagrams as function of band filling and exchange interaction with the local spins)
• M. Kastner and M. Pleimling, Microcanonical phase diagrams of short-range ferromagnets, arXiv:0903.2341 (phase diagrams in energy-magnetization space)
• M. Greiter and R. Thomale, Non-Abelian Statistics in a Quantum Antiferromagnet, arXiv:0903.4547 (2D S=1 antiferromagnet, the spinon and holon excitation show non-abelian statistics)
• A. Sundaresan and C. N. R. Rao, Implications and consequences of ferromagnetism universally exhibited by inorganic nanoparticles, arXiv:0905.0183
• T. R. S. Prasanna, Role of thermal vibrations in phase transitions, arXiv:0908.1873 (it is found that vibrations are generally important in magnetic phase transitions)
• J. Sanchez-Barriga, J. Fink, V. Boni, I. Di Marco, J. Braun, J. Minar, A. Varykhalov, O. Rader, V. Bellini, F. Manghi, H. Ebert, M. I. Katsnelson, A. I. Lichtenstein, O. Eriksson, W. Eberhardt, and H. A. Duerr, About the strength of correlation effects in the electronic structure of iron, arXiv:0910.4360 (correlation effects are stronger than predicted by current theory)
• Y. Magnin, K. Akabli, H. T. Diep, and I. Harada, Monte Carlo Study of the Spin Transport in Magnetic Materials, arXiv:0910.4619 (transport of charged spinfull particles with Heisenberg coupling to each other and to local spins, which also have a Heisenberg coupling; dynamics unclear since Hamiltonian does not contain a kinetic-energy term)
• A. C. Swaving and R. A. Duine, Current-induced torques in continuous antiferromagnetic textures, arXiv:0912.4519 ()
• N. Sandschneider and W. Nolting, A microscopic model of current-induced switching of magnetization, J. Phys.: Condens. Matter 22, 026003 (2010) (essentially a ferromagnetic metal/non-magnetic insulator/thin ferromagnetic metal layer tunnel junction, microscopic description of thin ferromagnetic layer starting from Hubbard model)
• A. Sharma and W. Nolting, Additional carrier-mediated ferromagnetism in GdN, arXiv:1002.1426 (modified RKKY for realistic band structure)
• D. Belitz and T. R. Kirkpatrick, Quantum Electrodynamics and the Origins of the Exchange, Dipole-Dipole, and Dzyaloshinsky-Moriya Interactions in Itinerant Fermion Systems, arXiv:1002.2008
• J. Wu and M. Berciu, Heat transport in quantum spin chains: the relevance of integrability, arXiv:1003.1559

For transport through magnetic systems see also Mesoscopic and nanoscopic transport

Semiconductor physics (not DMS)

• G. Lucovsky, On the photoionization of deep impurity centers in semiconductors, Solid State Commun. 3, 299 (1965) (uses a zero-range potential to model deep impurities)
• P. W. Anderson, Model for the Electronic Structure of Amorphous Semiconductors, Phys. Rev. Lett. 34, 953 (1975) ("In ... impurity bands in covalent semiconductors, the localized electrons show Curie-law paramagnetism due to repulsive Coulomb interactions.")
• B. K. Ridley, The photoionisation cross section of deep-level impurities in semiconductors, J. Phys. C: Solid State Phys. 13, 2015 (1980)
• D. Olego and M. Cardona, Raman scattering by coupled LO-phonon-plasmon modes and forbidden TO-phonon Raman scattering in heavily doped p-type GaAs, Phys. Rev. B 24, 7217 (1981) (contains review and bibliography for coupling of phonon and plasmon modes in doped sermiconductors; disorder scattering plays a big role)
• J. Neugebauer and C. G. Van de Walle, Atomic geometry and electronic structure of native defects in GaN, Phys. Rev. B 50, 8067 (1994)
• K. Milants, J. Verheyden, T. Barancira, W. Deweerd, H. Pattyn, S. Bukshpan, D. L. Williamson, F. Vermeiren, G. Van Tendeloo, C. Vlekken, S. Libbrecht, and C. Van Haesendonck , Size distribution and magnetic behavior of lead inclusions in silicon single crystals, J.Appl. Phys. 81, 2148 (1997)
• N. G. Weimann, L. F. Eastman, D. Doppalapudi, H. M. Ng, and T. D. Moustakas, Scattering of electrons at threading dislocations in GaN, J. Appl. Phys. 83, 3656 (1998) (mostly theoretical); H. M. Ng, D. Doppalapudi, T. D. Moustakas, N. G. Weimann, and L. F. Eastman, The role of dislocation scattering in n-type GaN films, Appl. Phys. Lett. 73, 821 (1998) (corresponding experiment)
• M. G. Burt, Fundamentals of envelope function theory for electronic states and photonic modes in nanostructures, J. Phys.: Condens. Matter 11, R53 (1999) (contains review of author's generalization of envelope function method and addresses various misconceptions, also discusses calculation of dipole matrix elements)
• W. R. L. Lambrecht, Electronic structure and optical spectra of the semimetal ScAs and of the indirect-band-gap semiconductors ScN and GdN, Phys. Rev. B 62, 13538 (2000) (DFT)
• C. Persson, R. Ahuja, and B. Johansson, Full band calculation of doping-induced band-gap narrowing in p-type GaAs, Phys. Rev. B 64, 033201 (2001)
• W. J. Moore, J. A. Freitas, Jr., S. K. Lee, S. S. Park, and J. Y. Han, Magneto-optical studies of free-standing hydride-vapor-phase epitaxial GaN, Phys. Rev. B 65, 081201(R) (2002)
• M. A. Reshchikov and H. Morkoc, Luminescence properties of defects in GaN, J. Appl. Phys. 97, 061301 (2005) (long paper reviewing many experiments and relevant new ab-initio calculations, represents significant change in the view of nitrogen vacancies)
• K. Takashina, Y. Ono, A. Fujiwara, Y. Takahashi, and Y. Hirayama, Valley Polarization in (100) Silicon at Zero Magnetic Field, cond-mat/0604118
• R. O. Kuzian, A. M. Daré, P. Sati, and R. Hayn, Crystal field theory of Co²⁺ in ZnO revisited, cond-mat/0604322
• J. L. Gavartin, D. Munoz Ramo, A. L. Shluger, G. Bersuker, and B. H. Lee, Negative oxygen vacancies in HfO₂ as charge traps in high-k stacks, cond-mat/0605593
• Y. Qi and M. E. Flatté, Current-induced spin polarization in nonmagnetic semiconductor junctions, cond-mat/0607354 (... in the absence of spin-orbit coupling)
• R. Hanson, O. Gywat, and D. D. Awschalom, Room-temperature manipulation and decoherence of a single spin in diamond, quant-ph/0608233 (nitrogen vacancies)
• A. J. Zaleski, M. Nyk, and W. Strek, Magnetic studies of GaN nanoceramics, cond-mat/0612389, Appl. Phys. Lett. (effects of deviation from perfect crystal on diamagnetism of GaN)
• N. Manyala, J. F. DiTusa, G. Aeppli, and A. P. Ramirez, Doping a semiconductor to create an unconventional metal, arXiv:0810.2544, Nature 454, 976 (2008) (propose the realization of a non-Fermi liquid by doping a narrow-gap semiconductor)
• H. Zhao, M. Mower, and G. Vignale, Ambipolar spin diffusion and D'yakonov-Perel' spin relaxation in GaAs quantum wells, Phys. Rev. B 79, 115321 (2009)
• S. Das Sarma, E. H. Hwang, and Q. Li, Valley dependent many-body effects in 2D semiconductors, arXiv:0904.2622
• F. Zhao, A. Balocchi, A. Kunold, J. Carrey, H. Carrère, T. Amand, N. Ben Abdallah, J. C. Harmand, and X. Marie, Room temperature Giant Spin-dependent Photoconductivity in dilute nitride semiconductors, arXiv:0907.4321 (due to paramagnetic Ga interstitials in Ga(As,N))

Mesoscopic and nanoscopic transport

Experiments on artificial quantum dots and wires and larger systems

• K. Tsukagoshi, B. W. Alphenaar, and H. Ago, Coherent transport of electron spin in a ferromagnetically contacted carbon nanotube, Nature 401, 572 (1999)
• K. I. Bolotin, F. Kuemmeth, and D. C. Ralph, Anisotropic magnetoresistance and anisotropic tunneling magnetoresistance in ferromagnetic metal break junctions, cond-mat/0602251
• D. M. Schröer, A. K. Hüttel, K. Eberl, S. Ludwig, M. N. Kiselev, and B. L. Altshuler, Magnetic control of resonant tunneling and Kondo effect in a one-electron double quantum dot, cond-mat/0607044
• D. Rohrlich, O. Zarchin, M. Heiblum, D. Mahalu, and V. Umansky, Controlled Dephasing of a Quantum Dot: From Coherent to Sequential Tunneling, cond-mat/0607495 (experiment and theory)
• K. Hamaya, S. Masubuchi, M. Kawamura, T. Machida, M. Jung, K. Shibata, K. Hirakawa, T. Taniyama, S. Ishida, and Y. Arakawa, Spin transport through a single self-assembled InAs quantum dot with ferromagnetic leads, cond-mat/0611269 (study the tunnel magnetoresistance)
• L. Vila, R. Giraud, L. Thevenard, A. Lemaitre, F. Pierre, J. Dufouleur, D. Mailly, B. Barbara, and G. Faini, Universal Conductance Fluctuations in Epitaxial GaMnAs Ferromagnets: Dephasing by Structural and Spin Disorder, Phys. Rev. Lett. 98, 027204 (2007) (show a large phase coherence length, compare nanowires with anisotropic layers)
• R. L. Willett, M. J. Manfra, L. N. Pfeiffer, and K. W. West, Mesoscopic structures and 2D hole systems in fully field effect controlled heterostructures, cond-mat/0703719
• J. V. Holm, H. I. Jørgensen, K. Grove-Rasmussen, J. Paaske, K. Flensberg, and P. E. Lindelof, Gate-dependent tunneling-induced level shifts in carbon nanotube quantum dots, arXiv:0711.4913 (experiment and theory, observe many Coulomb diamonds, Kondo resonances, do second-order perturbation theory for level shifts)
• D. Neumaier, K. Wagner, U. Wurstbauer, M. Reinwald, W. Wegscheider, and D. Weiss, Phase coherent transport in (Ga,Mn)As, arXiv:0801.3363 (small devices, universal conductance fluctuations, Aharonov-Bohm effect, weak localization)
• S. Kafanov and P. Delsing, Measurement of the shot noise in a single electron transistor, arXiv:0812.0282
• R. Leturcq, C. Stampfer, K. Inderbitzin, L. Durrer, C. Hierold, E. Mariani, M. G. Schultz, F. von Oppen, and K. Ensslin, Franck-Condon blockade in suspended carbon nanotube quantum dots, arXiv:0812.3826, Nature Physics (2009) (experiment and modeling)
• H. I. Jørgensen, K. Grove-Rasmussen, K. Flensberg, and P. E. Lindelof, Critical and excess current through an open quantum dot: Temperature and magnetic field dependence, arXiv:0812.4175
• E. A. Chekhovich, M. N. Makhonin, J. Skiba-Szymanska, A. B. Krysa, V. D. Kulakovskii, V. I. Fal'ko, M. S. Skolnick, and A. I. Tartakovskii, Polarization freezing of 10000 optically-cooled nuclear spins by coupling to a single electron, arXiv:0901.4249, Nature Materials
• C. H. L. Quay, T. L. Hughes, J. A. Sulpizio, L. N. Pfeiffer, K. W. Baldwin, K. W. West, D. Goldhaber-Gordon, and R. de Picciotto, Observation of a One-Dimensional Spin-Orbit Gap in a Quantum Wire, arXiv:0911.4311 (clear signatures of spin currents induced by spin-orbit coupling in the charge conductivity)
• C. Fricke, F. Hohls, C. Flindt, and R. J. Haug, High cumulants in the counting statistics measured for a quantum dot, arXiv:1003.0517

Experiments on molecular and single-atom systems

• V. Madhavan, W. Chen, T. Jamneala, M. F. Crommie, and N. S. Wingreen, Tunneling into a Single Magnetic Atom: Spectroscopic Evidence of the Kondo Resonance, Science 280, 5363 (1998)
• J. Li, W.-D. Schneider, R. Berndt, and B. Delley, Kondo Scattering Observed at a Single Magnetic Impurity, Phys. Rev. Lett. 80, 2893 (1998) (single Ce adatoms, STM study)
• S. K. Nielsen, Y. Noat, M. Brandbyge, R. H. M. Smit, K. Hansen, L. Y. Chen, A. I. Yanson, F. Besenbacher, and J. M. van Ruitenbeek, Conductance of single-atom platinum contacts: Voltage-dependence of the conductance histogram, Phys. Rev. B 67, 245411 (2003)
• H. B. Heersche, Z. de Groot, J. A. Folk, H. S. J. van der Zant, C. Romeike, M. R. Wegewijs, L. Zobbi, D. Barreca, E. Tondello, and A. Cornia, Electron Transport through Single Mn₁₂ Molecular Magnets, Phys. Rev. Lett. 96, 206801 (2006)
• W. H. A. Thijssen, D. Djukic, A. F. Otte, R. H. Bremmer, and J. M. van Ruitenbeek, Vibrationally Induced Two-Level Systems in Single-Molecule Junctions, Phys. Rev. Lett. 97, 226806 (2006)
• M.-H. Jo, J. E. Grose, K. Baheti, M. M. Deshmukh, J. J. Sokol, E. M. Rumberger, D. N. Hendrickson, J. R. Long, H. Park, and D. C. Ralph, Signatures of Molecular Magnetism in Single-Molecule Transport Spectroscopy, cond-mat/0603276, Nano Lett. 6, 2014 (2006)
• Z. K. Keane, J. W. Ciszek, J. M. Tour, and D. Natelson, Three-terminal devices to examine single molecule conductance switching, cond-mat/0605609 ("three-terminal" here refers to source, drain, and gate electrodes)
• L. Venkataraman, J. E. Klare, C. Nuckolls, M. S. Hybertsen, and M. L. Steigerwald, Dependence of Single Molecule Junction Conductance on Molecular Conformation, cond-mat/0607836, Nature
• V. Iancu, A. Deshpande, and S.-W. Hla, Manipulation of Kondo Effect via Two-Dimensional Molecular Self-Assembly, cond-mat/0611180 (STM study)
• M. Kiguchi, R. Stadler, I. S. Kristensen, D. Djukic, and J.M. van Ruitenbeek, Evidence for a single hydrogen molecule connected by an atomic chain, cond-mat/0612681 (experiment and theory, discuss detailed structure of tip-molecule-tip region for H₂ with Pt electrodes)
• N. Néel, J. Kröger, L. Limot, T. Frederiksen, M. Brandbyge, and R. Berndt, Controlled Contact to a C₆₀ Molecule, Phys. Rev. Lett. 98, 065502 (2007) (STM study)
• J. J. Parks, A. R. Champagne, G. R. Hutchison, S. Flores-Torres, H. D. Abruna, and D. C. Ralph, Tuning the Kondo Effect with a Mechanically Controllable Break Junction, Phys. Rev. Lett. 99, 026601 (2007) (Kondo effect observed for C₆₀)
• J. J. Henderson, C. M. Ramsey, E. del Barco, A. Mishra, and G. Christou, Fabrication of Nano-Gapped Single-Electron Transistors for Transport Studies of Individual Single-Molecule Magnets, J. Appl. Phys. 101, 09E102 (2007) (demonstrated for tunneling through Mn₁₂, relatively low voltage resolution)
• W. Harneit, C. Boehme, S. Schaefer, K. Huebener, K. Fostiropoulos, and K. Lips, Room Temperature Electrical Detection of Spin Coherence in C₆₀, cond-mat/0702604 (tunneling through thick C₆₀ film)
• F. Miao, D. Ohlberg, D. Stewart, R. S. Williams, and C. N. Lau, Quantum Conductance Oscillations in Metal/Molecule/Metal Switches at Room Temperature, cond-mat/0703259 (molecular monolayer of stearic acid)
• A. Halbritter, P. Makk, Sz. Csonka, and G. Mihaly, Huge negative differential conductance in Au-H₂ molecular nanojunctions, arXiv:0706.2083 (junction is in strong-hybridization regime, G shows a smeared-out downward step at certain bias; also contains theory, which applies rate equation in sequential-tunneling approximation to two-level system)
• E. A. Osorio, K. O'Neill, M. Wegewijs, N. Stuhr-Hansen, J. Paaske, T. Bjornholm, and H. S. J. van der Zant, Electronic excitations of a single molecule contacted in a three-terminal configuration, arXiv:0711.2592, Nano lett. 7, 3336 (2007) (experiment and theory, a long molecule with long side chains, observe four charge states and Kondo peaks)
• H. B. Akkerman and B. de Boer, Electrical conduction through single molecules and self-assembled monolayers, J. Phys.: Condens. Matter 20, 013001 (2008) (comparison of different setups)
• O. Tal, M. Krieger, B. Leerink, and J. M. van Ruitenbeek, Electron-vibration interaction in single-molecule junctions: from contact to tunneling regime, arXiv:0801.3031 (H₂O)
• C. Li, I. Pobelov, T. Wandlowski, A. Bagrets, A. Arnold, and F. Evers, Charge Transport in Single Au|Alkanedithiol|Au Junctions: Coordination Geometries and Conformational Degrees of Freedom, arXiv:0802.2407, J. Am. Chem. Soc. 130, 318 (2008) (STM experiments and quantum chemistry calculations)
• M. Kiguchi, O. Tal, S. Wohlthat, F. Pauly, M. Krieger, D. Djukic, J. C. Cuevas, and J. M. van Ruitenbeek, Highly conductive molecular junctions based on direct binding of benzene to platinum electrodes, arXiv:0803.0563
• M. S. Hybertsen, L. Venkataraman, J. E. Klare, A. C. Whalley, M. L. Steigerwald, and C. Nuckolls, Amine-Linked Single Molecule Circuits: Systematic Trends Across Molecular Families, arXiv:0803.0582 (experiments and static DFT calculations in the GGA)
• T. Frederiksen, K. J. Franke, A. Arnau, G. Schulze, J. I. Pascual, and N. Lorente, Dynamic Jahn-Teller effect in electron transport through single C₆₀ molecules, arXiv:0804.3415 (STM experiments and theory)
• C. Iacovita, M. V. Rastei, B. W. Heinrich, T. Brumme, J. Kortus, L. Limot, and J. P. Bucher, Visualizing the spin of individual molecules, arXiv:0805.0485 (STM for magnetic molecule on ferromagnetic nanoscopic electrode)
• N. Roch, C. B. Winkelmann, S. Florens, V. Bouchiat, W. Wernsdorfer, and F. Balestro, Kondo effects in a C₆₀ single-molecule transistor, arXiv:0809.2700; N. Roch, S. Florens, V. Bouchiat, W. Wernsdorfer, and F. Balestro, Out-of-equilibrium singlet-triplet Kondo effect in a single C₆₀ quantum dot, arXiv:0809.2706; N. Roch, S. Florens, V. Bouchiat, W. Wernsdorfer, and F. Balestro, Quantum phase transition in a single-molecule quantum dot, arXiv:0809.2906, Nature 453, 633 (2008), supplementary information at arXiv:0809.2922
• O. Tal, M. Kiguchi, W. H. A. Thijssen, D. Djukic, C. Untiedt, R. H. M. Smit, and J. M. van Ruitenbeek, The molecular signature of highly conductive metal-molecule-metal junctions, arXiv:0810.1873
• G. Kirczenow, P. G. Piva, and R. A. Wolkow, Modulation of Electrical Conduction Through Individual Molecules on Silicon by the Electrostatic Fields of Nearby Polar Molecules: Theory and Experiment, arXiv:0812.3459 (STM experiments and ab-initio calculations)
• G. D. Scott, Z. K. Keane, J. W. Ciszek, J. M. Tour, and D. Natelson, Universal scaling of nonequilibrium transport in the Kondo regime of single molecule devices, Phys. Rev. B 79, 165413 (2009) (with C₆₀ and a Cu²⁺ complex)
• H. Song, Y. Kim, Y. H. Jang, H. Jeong, M. A. Reed, and T. Lee, Observation of molecular orbital gating, Nature 462, 1039 (2009) (electromigration of Au wire, transport data are interpreted in terms of specific molecular orbitals and the excitation of molecular vibrations, what is new?)
• S. Y. Quek, M. Kamenetska, M. L. Steigerwald, H. J. Choi, S. G. Louie, M. S. Hybertsen, J. B. Neaton, and L. Venkataraman, Mechanically-Controlled Binary Conductance Switching of a Single-Molecule Junction, arXiv:0901.1139 (experiments and static DFG/GGA+Landauer calculations for Au-4,4'-bipyridine-Au junctions)
• M. R. Calvo, J. Fernández-Rossier, J. J. Palacios, D. Jacob, D. Natelson, and C. Untiedt, The Kondo effect in ferromagnetic atomic contacts, arXiv:0906.3135 (experiments on stretched wires of Fe, Co, and Ni, also with LSDA and LSDA+U-based theory)
• C. B. Winkelmann, N. Roch, W. Wernsdorfer, V. Bouchiat, and F. Balestro, Superconductivity in a single C₆₀ transistor, arXiv:0908.3638, Nature Physics 5, 876 (2009) (single C₆₀ in superconducting aluminum break junction, see clear signatures of superconducing gap and also the Kondo effect)
• N. Roch, S. Florens, T. A. Costi, W. Wernsdorfer, and F. Balestro, Observation of the underscreened Kondo effect in a molecular transistor, arXiv:0910.1092 (based on C₆₀)
• G. Schull, T. Frederiksen, M. Brandbyge, and R. Berndt, Passing current through touching molecules, arXiv:0910.1281 (STM experiments using C₆₀ and ab-initio calculations using static DFT)
• A. Eliasen, J. Paaske, K. Flensberg, S. Smerat, M. Leijnse, M. R. Wegewijs, H. I. Jørgensen, M. Monthioux, and J. Nygård, Transport via coupled states in a C60 peapod quantum dot, arXiv:1002.0477 (see signs of coupling to enclosed C60 molecules, with theoretical discussion)
• D. Guérin, S. Lenfant, S. Godey, and D. Vuillaume, Synthesis and electrical properties of fullerene-based molecular junctions on silicon substrate, arXiv:1003.1371, J. Mater. Chem. (2010), DOI: 10.1039/b924255d (self-assembled monolayers of C₆₀ attached to electrodes by alkyl chains)

Model-based theory for quantum dots, nanojunctions, and related structures (not molecules)

• J. Appelbaum, "s-d" Exchange Model of Zero-Bias Tunneling Anomalies, Phys. Rev. Lett. 17, 91 (1966) (this is the original suggestion that the zero-bias anomaly in tunneling is a manifestation of the Kondo effect; shows logarithmic singularity in third order of perturbation theory)
• D. Ahn, Time-convolutionless reduced-density-operator theory of an arbitrary driven system coupled to a stochastic reservoir: Quantum kinetic equations for semiconductors, Phys. Rev. B 50, 8310 (1994) (not for a quantum dot, but technique is applicable)
• H. Schoeller and G. Schön, Mesoscopic quantum transport: Resonant tunneling in the presence of a strong Coulomb interaction, Phys. Rev. B 50, 18436 (1994) (large dot with dense spectrum)
• S. A. Gurvitz and Ya. S. Prager, Microscopic derivation of rate equations for quantum transport, Phys. Rev. B 53, 15932 (1996) (exact derivation of full master equation for reduced density matrix of a (double) dot with interaction and phonons, T = 0, applicable if at least one resonance lies deep inside the energy interval between the lead chemical potentials)
• K. A. Matveev, L. I. Glazman, and H. U. Baranger, Coulomb blockade of tunneling through a double quantum dot, Phys. Rev. B 54, 5637 (1996)
• J. König, J. Schmid, H. Schoeller, and G. Schön, Resonant tunneling through ultrasmall quantum dots: Zero-bias anomalies, magnetic-field dependence, and boson-assisted transport, Phys. Rev. B 54, 16820 (1996) (developing a diagrammatic approach employing the Keldysh time contour)
• J. König, H. Schoeller, and G. Schön, Cotunneling at Resonance for the Single-Electron Transistor, Phys. Rev. Lett. 78, 4482 (1997) (uses method of König et al., PRB 54, 16820 (1996), does not require an ad hoc cutoff to make the cotunneling contribution finite)
• J. König, H. Schoeller, and G. Schön, Cotunneling and renormalization effects for the single-electron transistor, Phys. Rev. B 58, 7882 (1998) (limit of many channels, uses method of König et al., PRB 54, 16820 (1996), also comparison with renormalization group approach)
• W. B. Thimm, J. Kroha, and J. von Delft, Kondo Box: A Magnetic Impurity in an Ultrasmall Metallic Grain, Phys. Rev. Lett. 82, 2143 (1999)
• M. Pustilnik and L. I. Glazman, Kondo effect induced by a magnetic field, Phys. Rev. B 64, 045328 (2001)
• P. Coleman, C. Hooley, and O. Parcollet, Is the Quantum Dot at Large Bias a Weak-Coupling Problem?, Phys. Rev. Lett. 86, 4088 (2001) (no)
• M. Turek and K. A. Matveev, Cotunneling thermopower of single electron transistors, Phys. Rev. B 65, 115332 (2002) (discusses renormalization scheme for divergence in the cotunneling contribution, later applied by J. Koch et al.)
• P. S. Cornaglia and C. A. Balseiro, Kondo impurities in nanoscopic systems: Confinement-induced regimes, Phys. Rev. B 66, 115303 (2002)
• N. A. Mortensen and J. C. Egues, Universal spin-polarization fluctuations in one-dimensional wires with magnetic impurities, Phys. Rev. B 66, 153306 (2002)
• J.-X. Zhu and A. V. Balatsky, Quantum Electronic Transport through a Precessing Spin, Phys. Rev. Lett. 89, 286802 (2002)
• D. A. Bagrets and Yu. V. Nazarov, Full counting statistics of charge transfer in Coulomb blockade systems , Phys. Rev. B 67, 085316 (2003) (important work on FCS, uses rate equations)
• J. Paaske, A. Rosch, and P. Wölfle, Nonequilibrium transport through a Kondo dot in a magnetic field: Perturbation theory, Phys. Rev. B 69, 155330 (2004) (starts with rather extensive review, applies diagrammatic perturbation theory for Keldysh Green functions to a fermionized impurity spin between reservoirs to obtain local spin polarization and current under a bias voltage to leading logarithmic order; no charge fluctuations); J. Paaske, A. Rosch, J. Kroha, and P. Wölfle, Nonequilibrium transport through a Kondo dot: Decoherence effects, Phys. Rev. B 70, 155301 (2004)
• S. Kehrein, Scaling and Decoherence in the Nonequilibrium Kondo Model, Phys. Rev. Lett. 95, 056602 (2005) (Kondo spin between two leads under bias, same model as in Paaske et al., infinitesimal unitary transformations)
• M. P. Das and F. Green, Ballistic transport is dissipative: the why and how, cond-mat/0601459, J. Phys.: Condens. Matter 17, V13 (2005) (the Landauer formula gives a finite resistivity - how is the energy dissipated?)
• W. Belzig, Full counting statistics of super-Poissonian shot noise in multilevel quantum dots, Phys. Rev. B 71, 161301(R) (2005)
• S. Braig and P. W. Brouwer, Rate equations for Coulomb blockade with ferromagnetic leads, Phys. Rev. B 71, 195324 (2005)
• B. Dong, N. J. M. Horing, and H. L. Cui, Inelastic cotunneling-induced decoherence and relaxation, charge, and spin currents in an interacting quantum dot under a magnetic field, Phys. Rev. B 72, 165326 (2005) (extended Kondo model: local spin coupled to two leads, no other tunneling between the leads)
• F. B. Anders and A. Schiller, Real-Time Dynamics in Quantum-Impurity Systems: A Time-Dependent Numerical Renormalization-Group Approach, Phys. Rev. Lett. 95, 196801 (2005) (NRG for impurity coupled to bath subject to a perturbation that is suddenly switched on, no transport geometry)
• A. Donarini, T. Novotny, and A.-P. Jauho, Simple models suffice for the single-dot quantum shuttle, New J. Phys. 7, 237 (2005) (using and showing Wigner function of oscillator in various regimes)
• I. Sela and D. Cohen, Adiabatic Transport is counter-intuitive, cond-mat/0512500 (in a closed ring with two adiabatically changed delta barriers the transported charge per cycle can be made Q >> e)
• O. Parcollet and X. Waintal, Theory of Spin Torque in a nanomagnet, cond-mat/0512508
• M. Braun, J. König, and J. Martinek, Manipulating Single Spins in Quantum Dots Coupled to Ferromagnetic Leads, cond-mat/0512519 (long paper using Keldysh formalism)
• M. Albrecht, B. Song, and A. Schnurpfeil, A wave function based ab initio non-equilibrium Green's function approach to charge transport, cond-mat/0512554 (another long paper introducing a wave-function based Keldysh formalism for charge transport)
• R. Swirkowicz, M. Wilczynski, and J. Barnas, Spin-polarized transport through a single-level quantum dot in the Kondo regime, J. Phys.: Condens. Matter 18, 2291 (2006) (also consider the case of one ferromagnetic and one nonmagnetic lead; Keldysh formalism with approximate equation of motion approach)
• F. Pistolesi and R. Fazio, Dynamics and Current Fluctuations in AC driven Charge Shuttle, New Journal of Physics 8, 113 (2006)
• P. Mehta and N. Andrei, Nonequilibrium Transport in Quantum Impurity Models: The Bethe Ansatz for Open Systems, Phys. Rev. Lett. 96, 216802 (2006)
• U. Harbola, J. Maddox, and S. Mukamel, Many-body theory of current-induced fluorescence in molecular junctions, Phys. Rev. B 73, 075211 (2006); Nonequilibrium superoperator Green's function approach to inelastic resonances in STM currents, Phys. Rev. B 73, 205404 (2006)
• U. Harbola, M. Esposito, and S. Mukamel, Quantum master equation for electron transport through quantum dots and single molecules, Phys. Rev. B 74, 235309 (2006) (Hamiltonian without electron-electron interaction or internal degrees of freedom, deriving the master equation for the reduced density matrix, projected onto sectors with specific electron number, in second order [sequential tunneling])
• A. Ueda and M. Eto, Resonant tunneling and Fano resonance in quantum dots with electron-phonon interaction, cond-mat/0601327 (Keldysh formalism)
• M. Braun, J. König, and J. Martinek, Frequency-Dependent Current Noise through Quantum-Dot Spin Valves, cond-mat/0601366 (using Keldysh formalism to obtain time dependence of reduced density matrix)
• J. Twamley, D. W. Utami, H.-S. Goan, and G. J. Milburn, Spin-detection in a quantum electromechanical shuttle system, cond-mat/0601448
• G. Vasseur, D. Weinmann, and J. A. Jalabert, Coulomb blockade without potential barriers, cond-mat/0602166
• J. Luo, X.-Q. Li, and Y. Yan, Calculation of the current noise spectrum in mesoscopic transport: an efficient quantum master equation approach, cond-mat/0603164, Phys. Rev. B
• K. Zabrocki, S. Trimper, S. Tatur, and R. Mahnke, Relationship between a Non-Markovian Process and Fokker-Planck Equation, cond-mat/0603252
• C. Flindt, A. S. Sorensen, and K. Flensberg, Spin-Orbit Mediated Control of Spin Qubits, cond-mat/0603559
• H. Frahm, C. von Zobeltitz, N. Maire, and R. J. Haug, Fermi Edge Singularities in Transport through Quantum Dots, cond-mat/0603668
• M. Hatami and M. Zareyan, Shot noise in diffusive ferromagnetic metals, cond-mat/0604142
• Y. Tanaka and N. Kawakami, Transport through Double-Dots coupled to normal and superconducting leads, cond-mat/0604212
• D. Klauser, W. A. Coish, and D. Loss, Quantum-dot spin qubit and hyperfine interaction, cond-mat/0604252, Advances in Solid State Physics 46 (2006)
• V. Meden, Correlation effects on electronic transport through dots and wires, cond-mat/0604302, Advances in Solid State Physics 46 (2006) (functional renormalization group approach for quantum dots and wires)
• J. Splettstoesser, M. Governale, J. König, and R. Fazio, Adiabatic pumping through interacting quantum dots: A perturbation expansion in the tunnel coupling, cond-mat/0604369
• P. Stano and J. Fabian, Orbital and spin relaxation in single and coupled quantum dots, cond-mat/0604633
• S. Kettemann, Dimensional Control of Antilocalisation and Spin Relaxation in Quantum Wires, cond-mat/0605243
• D. A. Bagrets, Y. Utsumi, D. S. Golubev, and G. Schön, Full Counting Statistics of Interacting Electrons, cond-mat/0605263 (one example considered is electron transport through quantum dots with strong interaction)
• A. F. Izmaylov, A. I. Goker, P. Nordlander, and B. Friedman, On universality and non-universality for a quantum dot in the Kondo regime, cond-mat/0605544
• M. Tolea and B. R. Bulka, Electronic transport through a quantum dot with a magnetic impurity using the equation of motion, cond-mat/0606057
• J. Foros, A. Brataas, G. E. W. Bauer, and Y. Tserkovnyak, Resistance noise in spin valves, cond-mat/0606131
• M. Pustilnik, E. G. Mishchenko, and O. A. Starykh, Generation of spin current by Coulomb drag, cond-mat/0606185 (Coulomb drag between two quantum wires in a magnetic field)
• I. Adagideli, G. E. W. Bauer, and B. I. Halperin, Detection of current-induced spins by ferromagnetic contacts, cond-mat/0606193
• W. Wetzels, G. E. W. Bauer, and M. Grifoni, Exchange effects on electron transport through single-electron spin-valve transistors, cond-mat/0608217
• A. Golub, Impact of Coulomb interaction and Kondo effect on transport in quantum dots, cond-mat/0609436
• L. Dell'Anna, A. Zazunov, R. Egger, and T. Martin, Josephson current through a quantum dot with spin-orbit coupling, cond-mat/0609577
• J. Fransson and J.-X. Zhu, Spin Dynamics in a Tunnel Junction between Ferromagnets, cond-mat/0609673
• C.-Y. Tsau, D. Nghiem, R. Joynt, and J. W. Halley, Energy Level Statistics of Quantum Dots, cond-mat/0610095
• W. A. Coish and D. Loss, Exchange-controlled single-spin rotations in quantum dots, cond-mat/0610443
• P. Stano and J. Fabian, Control of electron spin and orbital resonance in quantum dots through spin-orbit interactions, cond-mat/0611228
• F. M. Souza, J. C. Egues, and A. P. Jauho, Quantum Dot as a Spin-Current Diode, cond-mat/0611336 (with one ferromagnetic lead)
• I. Weymann and J. Barnas, Cotunneling through quantum dots coupled to magnetic leads: zero-bias anomaly for non-collinear magnetic configurations, cond-mat/0611447
• C. Karrasch, Transport Through Correlated Quantum Dots -- A Functional Renormalization Group Approach, cond-mat/0612329 (linear response regime)
• T. Domanski, A. Donabidowicz, and K.I. Wysokinski, Influence of the pair coherence on the charge tunneling through a quantum dot connected to a superconducting lead, cond-mat/0612440 (S-dot-N structure)
• V. Koerting, P. Wölfle, and J. Paaske, Transconductance of a double quantum dot system in the Kondo regime, cond-mat/0612566 (two separately contacted quantum dots coupled by antiferromagnetic exchange interaction)
• J. Fernandez-Rossier and R. Aguado, Single Electron Transport in electrically tunable nanomagnets, Phys. Rev. Lett. 98, 106805 (2007)
• A. Mitra and A. J. Millis, Coulomb Gas on the Keldysh Contour: Anderson-Yuval-Hamann representation of the Nonequilibrium Two Level System, Phys. Rev. B 76, 085342 (2007) (renormalization group for a degenerate orbital with nonstandard coupling to a local pseudo-spin 1/2, under nonzero bias, high-energy states in the leads are integrated out, main focus on methodology of RG for nonequilibrium system)
• D. Segal, D. R. Reichman, and A. J. Millis, Nonequilibrium quantum dissipation in spin-fermion systems, Phys. Rev. B 76, 195316 (2007) (considering the reduced density operator of a spin coupled to two leads at different chemical potential)
• D. Sztenkiel and R. Swirkowicz, Interference effects in a double quantum dot system with inter-dot Coulomb correlations, J. Phys.: Condens. Matter 19, 176202 (2007) (Green function formalism)
• F. J. Kaiser and S. Kohler, Shot noise in non-adiabatically driven nanoscale conductors, Annalen der Physik 16, 702 (2007) (Floquet approach within both Green-function and master-equation formalisms)
• B. Muralidharan and S. Datta, A Generic Model for Current Collapse in Spin Blockaded Transport, cond-mat/0702161
• B. Lassen and A. Wacker, Electron Transport through Nanosystems Driven by Coulomb Scattering, cond-mat/0703286
• C. Emary, D. Marcos, R. Aguado, and T. Brandes, Frequency-dependent counting statistics in interacting nanoscale conductors, cond-mat/0703781 (using the n-resolved-density-matrix approach and assuming infinite bias)
• Y. Y. Wang, J. H. Jiang, and M. W. Wu, Reexamination of spin decoherence in semiconductor quantum dots from equation-of-motion approach, arXiv:0704.0148 (detailed study of the various spin relaxation mechanisms)
• A. Nishino and N. Hatano, Resonance in an open quantum dot system with a Coulomb interaction: a Bethe-ansatz approach, arXiv:0705.3994
• D. Herman, T. T. Ong, G. Usaj, H. Mathur, and H. U. Baranger, Level Spacings in Random Matrix Theory and Coulomb Blockade Peaks in Quantum Dots, arXiv:0707.1620
• E. Sela, H. S. Sim, Y. Oreg, M. E. Raikh, and F. von Oppen, Electron Pair Resonance in the Coulomb Blockade, arXiv:0707.2892 (time-dependent perturbation theory)
• C.-H. Chung, G. Zaránd, and P. Wölfle, Two-stage Kondo effect in side-coupled quantum dots: Renormalized perturbative scaling theory and Numerical Renormalization Group analysis, arXiv:0707.3498
• N. Sandschneider and W. Nolting, Spin-polarized tunneling currents through a ferromagnetic insulator between two metallic or superconducting leads, arXiv:0708.2881
• T. L. Schmidt, A. Komnik, and A. O. Gogolin, Full counting statistics of spin transfer through ultrasmall quantum dots, arXiv:0709.2779
• E. Bascones, V. Estevez, J. A. Trinidad, and A. H. MacDonald, Electronic correlations and disorder in transport through one-dimensional nanoparticle arrays, arXiv:0709.3718; E. Bascones, J. A. Trinidad, V. Estevez, and A. H. MacDonald, Effect of the long-range interaction in transport through one-dimensional nanoparticle arrays, arXiv:0709.3724
• D. Becker and D. Pfannkuche, Transport Through a Single-Level Quantum Dot in the Cotunneling Regime: Increase of Differential Conductance Peaks by Spin Relaxation, arXiv:0710.1977
• F. Delgado and P. Hawrylak, Theory of electronic transport through a triple quantum dot in the presence of magnetic field, arXiv:0712.0624 (no electron-electron interaction on dot, magnetic field enters through Peierls factors)
• R. P. Hornberger, S. Koller, G. Begemann, A. Donarini, and M. Grifoni, Transport through a double quantum dot system with non-collinearly polarized leads, arXiv:0712.0757 (Wangsness-Bloch-Redfield master equation)
• J. E. Birkholz and V. Meden, Spin-orbit coupling effects in one-dimensional ballistic quantum wires, J. Phys.: Condens. Matter 20, 085226 (2008)
• M. Governale, M. G. Pala, and J. König, Real-time diagrammatic approach to transport through interacting quantum dots with normal and superconducting leads, Phys. Rev. B 77, 134513 (2008), see also erratum
• J. Gao, Q. Sun, and X. C. Xie, Quantum coherence effect in spin-polarized transport through nano-magnets, J. Phys.: Condens. Matter 20, 415216 (2008) (tunneling through magnetic dot described using the full quantum master equation)
• N. A. Zimbovskaya, The electron transport through a quantum dot in the Coulomb blockade regime: Non-equilibrium Green's functions based model, Phys. Rev. B 78, 035331 (2008) (this works brings NEGF results for the step heights in line with master equation results)
• A. L. Chudnovskiy, J. Swiebodzinski, and A. Kamenev, Spin-Torque Shot Noise in Magnetic Tunnel Junctions, Phys. Rev. Lett. 101, 066601 (2008) (derive stochastic Landau-Lifshitz-Gilbert equations for a free ferromagnetic layer in contact with a fixed one, use the Keldysh formalism)
• C. Flindt, T. Novotny, A. Braggio, M. Sassetti, and A.-P. Jauho, Counting Statistics of Non-Markovian Quantum Stochastic Processes, arXiv:0801.0661 (master equation)
• C. L. Romano, G. E. Marques, L. Sanz, and A. M. Alcalde, Phonon modulation of the spin-orbit interaction as a spin relaxation mechanism in quantum dots, arXiv:0801.1699
• J. J. Krich and B. I. Halperin, Spin polarized current generation from quantum dots without magnetic fields, arXiv:0801.2592 (due to spin-orbit coupling, use random-matrix theory)
• M. Braun and G. Burkard, Non-adiabatic two-parameter charge and spin pumping in a quantum dot, arXiv:0801.4925
• J. Splettstoesser, M. Governale, and J. König, Adiabatic charge and spin pumping through quantum dots with ferromagnetic leads, arXiv:0802.0422
• V. V. Mkhitaryan and M. E. Raikh, Supergap anomalies in cotunneling between N-S and between S-S leads via a small quantum dot, arXiv:0802.0586 (normal-superconducting and superconducting-superconducting leads, time-dependent perturbation theory in the tunneling amplitudes)
• P. W. Brouwer and A. Altland, Anderson localization from classical trajectories, arXiv:0802.0976 (in ballistic quasi-1D conductors)
• F. M. Souza, A. P. Jauho, and J. C. Egues, Spin-polarized Current and Shot Noise in the Presence of Spin-flip in a Quantum Dot, arXiv:0802.0982
• L. O. Baksmaty, C. Yannouleas, and U. Landman, Nonuniversal transmission phases through a quantum dot: An exact-diagonalization of the many-body transport problem, arXiv:0802.1064 (use a real-space wave-function approach, the "entailed exact diagonalization" [references are given], related to the CI method)
• T. Brandes, Waiting Times and Noise in Single Particle Transport, arXiv:0802.2233
• J. Koch and K. Le Hur, Discontinuous current-phase relations in small 1D Josephson junction arrays, arXiv:0802.2351
• E. Khosravi, S. Kurth, G. Stefanucci, and E. K. U. Gross, The Role of Bound States in Time-Dependent Quantum Transport, arXiv:0802.2516; E. Khosravi, G. Stefanucci, S. Kurth, and E. K. U. Gross, Bound States in Time-Dependent Quantum Transport: Oscillations and Memory Effects in Current and Density, arXiv:0803.0914
• S. Weiss, J. Eckel, M. Thorwart, and R. Egger, Iterative real-time path integral approach to nonequilibrium quantum transport, arXiv:0802.3374
• M. Krawiec, Thermoelectric transport through a quantum dot coupled to a normal metal and BCS superconductor, arXiv:0803.0208
• B. Solis, M. L. Ladron de Guevara, and P. A. Orellana, Friedel phase discontinuity and bound states in the continuum in quantum dot systems, arXiv:0803.3573
• P. Wächter, V. Meden, and K. Schönhammer, The conductance of Luttinger liquid wires: towards experimental setups, arXiv:0804.4108
• S. Kirino, T. Fujii, J. Zhao, and K. Ueda, Time-dependent DMRG Study on Quantum Dot under a Finite Bias Voltage, arXiv:0805.0218
• Y. Dubi and M. Di Ventra, Theory of non-equilibrium thermoelectric effects in nanoscale junctions, arXiv:0805.1415 (for non-interacting electrons, Lindblad equation)
• T. Hecht, A. Weichselbaum, Y. Oreg, and J. von Delft, Interplay of mesoscopic and Kondo effects for transmission amplitude of few-level quantum dots, arXiv:0805.3145 (use NRG to calculate the dot Green function and from this the transmission amplitude, regime of small level width compared to level spacing, i.e., regime relevant for molecular junctions)
• D. Urban, J. König, and R. Fazio, Coulomb-Interaction Effects in Full Counting Statistics of a Quantum-Dot Aharonov-Bohm Interferometer, arXiv:0805.3697 (master equation formalism on the Keldysh contour)
• J. Tailleur, J. Kurchan, and V. Lecomte, Mapping out of equilibrium into equilibrium in one-dimensional transport models, arXiv:0809.0709, J. Phys. A (map several driving models onto isolated models showing detailed balance, also possible for some interacting problems; of general interest for nonequilibrium statistical physics)
• A. Levchenko and A. Kamenev, Coulomb drag in quantum circuits, arXiv:0809.1670 (two point contacts coupled by Coulomb interaction)
• P. Werner, T. Oka, and A. J. Millis, Diagrammatic Monte Carlo simulation of non-equilibrium systems, arXiv:0810.2345 (based on Keldysh formalism)
• V. Kashcheyevs, C. Karrasch, T. Hecht, A. Weichselbaum, V. Meden, and A. Schiller, A quantum criticality perspective on the charging of narrow quantum-dot levels, arXiv:0810.2538
• V. Koerting, T. L. Schmidt, C. B. Doiron, B. Trauzettel, and C. Bruder, Transport properties of a superconducting single-electron transistor coupled to a nanomechanical oscillator, arXiv:0810.5718
• Y. Dubi and M. Di Ventra, Thermo-spin effects in a quantum dot connected to ferromagnetic leads, arXiv:0811.3265
• H. Zhang, G.-M. Zhang, and L. Yu, Spin transport properties of a quantum dot coupled to ferromagnetic leads with noncollinear magnetizations, arXiv:0811.3800 (using non-equilibrium Keldysh-Green functions)
• P. Stefanski, Tunnelling magnetoresistance anomalies of Coulomb blockaded quantum dot, arXiv:0812.1109
• P. Parida, S. Lakshmi, and S. K. Pati, Negative differential resistance in nanoscale transport in the Coulomb blockade regime, J. Phys.: Condens. Matter 21, 095301 (2009)
• S.-H. Chen, C.-R. Chang, J. Q. Xiao, and B. K. Nikolic, Spin and charge pumping in magnetic tunnel junctions with precessing magnetization: A nonequilibrium Green function approach, Phys. Rev. B 79, 054424 (2009)
• N. Winkler, M. Governale, and J. König, Diagrammatic real-time approach to adiabatic pumping through metallic single-electron devices, Phys. Rev. B 79, 235309 (2009)
• S. Lindebaum, D. Urban, and J. Köonig, Spin-induced charge correlations in transport through interacting quantum dots with ferromagnetic leads, Phys. Rev. B 79, 245303 (2009) (full counting statistics)
• P. Zedler, G. Schaller, G. Kießlich, C. Emary, and T. Brandes, Weak coupling approximations in non-Markovian Transport, Phys. Rev. B 80, 045309 (2009) (comparison of master-equation results with exact solution using Green functions)
• R. K. Kaul, D. Ullmo, G. Zarand, S. Chandrasekharan, and H. U. Baranger, Ground State and Excitations of Quantum Dots with "Magnetic Impurities", arXiv:0901.0016
• A. M. Lunde, A. De Martino, A. Schulz, R. Egger, and K. Flensberg, Electron-electron interaction effects in quantum point contacts, arXiv:0901.1183 (relevant for 0.7 anomaly)
• G. Benenti, G. Casati, T. Prosen, D. Rossini, and M. Znidaric, Charge and spin transport in strongly correlated 1D quantum systems driven far from equilibrium, arXiv:0901.2032 (two interacting 1D electronic systems, mapped onto spin models, Lindblad master equation with biased insertion/extraction of electrons at the boundaries described by Lindblad operators, find distinct ballistic and diffusive regimes, the latter with strong negative differential conductance)
• T. Kwapinski, S. Kohler, and P. Hänggi, Discontinuous conductance of bichromatically ac-gated quantum wires, arXiv:0901.2452
• T. Domanski and A. Donabidowicz, Electron pair current through the correlated quantum dot, arXiv:0901.4248 (charge Kondo effect and pair tunneling)
• T. Birol and P. W. Brouwer, Spin torque from tunneling through impurities in a magnetic tunnel junction, arXiv:0902.1150
• Z. Ratiani and A. Mitra, 1/N expansion of the nonequilibrium infinite-U Anderson Model, arXiv:0902.1263 (slave-boson approach and Keldysh functional integral)
• J. Prachar and T. Novotny, Charge conservation breaking within generalized master equation description of electronic transport through dissipative double quantum dots, arXiv:0902.2382
• S.-H. Ouyang, C.-H. Lam, and J. Q. You, Shot noise in electron transport through a double quantum dot: A master equation approach, arXiv:0902.3085
• R. S. Whitney, P. Marconcini, and M. Macucci, Symmetry causes a huge conductance peak in double quantum dots, arXiv:0902.3099 (interference effect for mirror-symmetric double quantum dot)
• C. Emary, Counting statistics of cotunneling electrons, arXiv:0902.3544
• U. Schroeter and E. Scheer, Transport Channels in a Double Junction - coherent coupling changes the picture, arXiv:0902.3545
• G. Cohen, V. Fleurov, and K. Kikoin, Time-dependent single electron tunneling through a shuttling nano-island, arXiv:0903.1964 (between half-metallic ferromagnetic leads)
• F. Elste, S. M. Girvin, and A. A. Clerk, Quantum Noise Interference and Back-action Cooling in Cavity Nanomechanics, arXiv:0903.2242 (coupled electrodynamical and mechanical resonators, propose that the mechanical resonator can be cooled down to arbitrarily low temperatures)
• F. Heidrich-Meisner, A. E. Feiguin, and E. Dagotto, Real-time simulations of nonequilibrium transport in the single-impurity Anderson model, arXiv:0903.2414 (employ time-dependent DMRG)
• P. Fritsch and S. Kehrein, Non-Equilibrium Kondo Model with Voltage Bias in a Magnetic Field, arXiv:0903.2865
• V. Gudmundsson, C. Gainar, C.-S. Tang, V. Moldoveanu, and A. Manolescu, Time-dependent transport via the generalized master equation through a finite quantum wire with an embedded subsystem, arXiv:0903.3491
• M. Leijnse, M. R. Wegewijs, and M. H. Hettler, Pair-tunneling resonance in the single-electron transport regime, arXiv:0903.3559 (produces a peak in the second derivative of the current at fourth order in tunneling amplitudes, but shows a slope in the (V_g,V)-diagram identical to that of sequential tunneling; not the mechanism discussed by Koch et al.)
• R. Steinigeweg, J. Gemmer, H.-P. Breuer, and H.-J. Schmidt, Projection operator approach to transport in complex single-particle quantum systems, arXiv:0903.5427 (time-convolutionless master equation with judicious choice of projection operator, for complex quasi-1D systems, the approach is applied to a single-particle model to facilitate comparison with numerical results)
• S. M. Huang, Y. Tokura, H. Akimoto, K. Kono, J. J. Lin, S. Tarucha, and K. Ono, Spin bottleneck in resonant tunneling through double quantum dots with different Zeeman splittings, arXiv:0904.1046 (different g-factors, effect of misalignment of levels)
• F. Cavaliere, M. Governale, and J. König, Non-adiabatic pumping through interacting quantum dots, arXiv:0904.1687
• J. N. Pedersen and A. Wacker, Modeling of cotunneling in quantum dot systems, arXiv:0904.3249
• J. Danon and Yu. V. Nazarov, Pauli Spin Blockade in the Presence of Strong Spin-Orbit Coupling, arXiv:0905.1818
• Ya. I. Rodionov, I. S. Burmistrov, and A. S. Ioselevich, Charge relaxation resistance in the Coulomb blockade problem, arXiv:0905.2688
• D. Schuricht and H. Schoeller, Dynamical spin-spin correlation functions in the Kondo model out of equilibrium, arXiv:0905.3095
• T. Ulbricht and P. Schmitteckert, Is spin-charge separation observable in a transport experiment?, arXiv:0905.4743 (the authors claim yes)
• R. S. Whitney, H. Schomerus, and M. Kopp, Semiclassical transport in nearly symmetric quantum dots I: internal symmetry breaking, arXiv:0906.0891; Semiclassical transport in nearly symmetric quantum dots II: symmetry-breaking due to asymmetric leads, arXiv:0906.0892
• A. R. Hernández, F. A. Pinheiro, C. H. Lewenkopf, and E. R. Mucciolo, Adiabatic Charge Pumping through Quantum Dots in the Coulomb Blockade Regime, arXiv:0907.0038
• T. Ojanen, F. C. Gethmann, and F. von Oppen, Electromechanical instability in vibrating quantum dots with effectively negative charging energy, arXiv:0907.3041
• S. Rotter and Y. Alhassid, The strong-coupling limit of a Kondo spin coupled to a mesoscopic quantum dot: effective Hamiltonian in the presence of exchange correlations, arXiv:0907.5297 (a large, chaotic quantum dot with a Kondo spin)
• K. Schönhammer, Full counting statistics for noninteracting fermions: Exact finite temperature results and generalized long time approximation, arXiv:0908.1892 (1D tight-binding model and quantum dot with 1D leads)
• X. Wang and A. J. Millis, Quantum criticality and non-Fermi-liquid behavior in a two level, two lead quantum dot, arXiv:0909.3120 (QMC, also analytical results)
• T. Karzig and F. von Oppen, Signatures of critical full counting statistics in a quantum-dot chain, arXiv:0909.4470
• M. Pletyukhov, D. Schuricht, and H. Schoeller, Relaxation vs decoherence: Spin and current dynamics in the anisotropic Kondo model at finite bias and magnetic field, arXiv:0910.0119
• M. W. Y. Tu, M.-T. Lee, and W.-M. Zhang, Exact Master Equation and Non-Markovian Decoherence for Quantum Dot Quantum Computing, arXiv:0910.0302 (based on the "exact master equation" formalism developed by Tu and Zhang); J. Jin, M. W. Y. Tu, W.-M. Zhang, and Y. Yan, A nonequilibrium theory for transient transport dynamics in nanostructures via the Feynman-Vernon influence functional approach, arXiv:0910.1675
• O. Entin-Wohlman, A. Aharony, Y. Tokura, and Y. Avishai, Spin-polarized electric currents in quantum transport, arXiv:0911.1347
• S. Smirnov, D. Bercioux, M. Grifoni, and K. Richter, Charge ratchet from spin flip: space-time symmetry paradox, arXiv:0911.3273 (a ratchet effect on charge transport due to spin-orbit coupling, even though the periodic potential is symmetric)
• H. Schmidt and P. Wölfle, Transport through a Kondo quantum dot: Functional RG approach, arXiv:0911.4383
• C. Karrasch, S. Andergassen, M. Pletyukhov, D. Schuricht, L. Borda, V. Meden, and H. Schoeller, Non-equilibrium current and relaxation dynamics of a charge-fluctuating quantum dot, arXiv:0911.5496
• S. G. Jakobs, M. Pletyukhov, and H. Schoeller, Nonequilibrium functional RG with frequency dependent vertex function - a study of the single impurity Anderson model, arXiv:0911.5502
• S. Bandopadhyay and M. Hentschel, Anderson orthogonality catastrophe in realistic quantum dots, arXiv:0912.1525 (parabolic quantum dot)
• I. Weymann, The tunnel magnetoresistance in chains of quantum dots weakly coupled to external leads, arXiv:0912.1948 (diagrammatics on Keldysh contour)
• O. A. Tretiakov and A. Mitra, ac- and dc-driven noise and I-V characteristics of magnetic nanostructures, Phys. Rev. B 81, 024416 (2010) (Keldysh formalism, macrospin in ferromagnetic layer of N/F/N junction)
• V. Moldoveanu, A. Manolescu, C.-S. Tang, and V. Gudmundsson, Coulomb interaction and transient charging of excited states in open nanosystems, arXiv:1001.0047 (focus on the transient currents, employ the quantum master equation)
• I. Weymann and J. Barnas, Kondo effect in a quantum dot coupled to ferromagnetic leads and side-coupled to a nonmagnetic reservoir, arXiv:1001.2475, Phys. Rev. B
• J. Splettstoesser, M. Governale, J. König, and M. Büttiker, Charge and spin dynamics in interacting quantum dots, arXiv:1001.2664
• R. Van Roermund, S.-Y. Shiau, and M. Lavagna, Anderson Model out of equilibrium: decoherence effects in transport through a quantum dot, arXiv:1001.3873
• M. Lee, T. Jonckheere, and T. Martin, Josephson effect through a multilevel dot near a singlet-triplet transition, arXiv:1001.3914
• I. C. Fulga, F. Hassler, and C. W. J. Beenakker, http://arxiv.org/abs/1001.4389, arXiv:1001.4389
• C.-S. Tang, K. Torfason, and V. Gudmundsson, Magnetotransport in a time-modulated double quantum point contact system, arXiv:1002.1551 (Lippmann-Schwinger scattering theory)
• V. Gudmundsson, C.-S. Tang, O. Jonasson, V. Moldoveanu, and A. Manolescu, Correlated time-dependent transport through a 2D quantum structure, arXiv:1002.1556 (quantum master equation)
• V. Gudmundsson, C.-S. Tang, C. M. Gainar, V. Moldoveanu, and A. Manolescu, Time-dependent magnetotransport in semiconductor nanostructures via the generalized master equation, arXiv:1002.1579 (quantum master equation)
• C.-H. Chung, K.V.P. Latha, K. Le Hur, M. Vojta, and P. Wölfle, Tunable Kondo-Luttinger systems far from equilibrium, arXiv:1002.1757 (quantum dot coupled to strictly one-dimensional leads)
• C. Flindt, T. Novotny, A. Braggio, and A.-P. Jauho, Counting statistics of transport through Coulomb blockade nanostructures: high-order cumulants and non-Markovian effects, arXiv:1002.4506 (non-Markovian quantum master equation, use superoperator notation)
• A. Braggio, M. Governale, M. G. Pala, and J. König, Superconducting proximity effect in interacting quantum dots revealed by shot noise, arXiv:1002.4629 (S-dot-N junction)
• F. Elste, D. R. Reichman, and A. J. Millis, Effect of a Coulombic dot-lead coupling on the dynamics of a quantum dot, arXiv:1003.0845
• C. A. Balseiro, Gonzalo Usaj, and M. J. Sanchez, Out of equilibrium transport through an Anderson impurity: Probing scaling laws within the equation of motion approach, arXiv:1003.3847 (based on Meir-Wingreen formula)

Model-based theory for nanotube structures

• L. Mayrhofer and M. Grifoni, Linear and nonlinear transport across carbon nanotube quantum dots, cond-mat/0612286 (applies second-order Blum-type perturbation theory to a partly bosonized model for interacting electrons on a large single-wall nanotube)
• J.-S. Wang, N. Zeng, J. Wang, and C. K. Gan, Nonequilibrium Green's function method for thermal transport in junctions, cond-mat/0701164 (note: thermal transport, also for carbon-nanotube junctions)
• A. V. Andreev, Magnetoconductance of carbon nanotube p-n junctions, arXiv:0706.0735
• I. Weymann, J. Barnas, and S. Krompiewski, Theory of shot noise in single-walled metallic carbon nanotubes weakly coupled to nonmagnetic and ferromagnetic leads, arXiv:0710.2327
• N. Nemec, K. Richter, and G. Cuniberti, Diffusion and localization in carbon nanotubes and graphene nanoribbons, arXiv:0804.4833
• B. Wunsch, Few-electron physics in a nanotube quantum dot with spin-orbit coupling, arXiv:0904.0445
• E. Mariani and F. von Oppen, Electron-vibron coupling in suspended carbon nanotube quantum dots, arXiv:0904.4653 (mainly interested in calculating the electron-vibron coupling, not the transport)
• F. Cavaliere, E. Mariani, R. Leturcq, C. Stampfer, and M. Sassetti, Anisotropic Franck-Condon factors in suspended carbon nanotube quantum dots, arXiv:0911.2122

Model-based theory for molecular and atomic systems other than nanotubes

• A. V. Balatsky and I. Martin, Theory of single spin detection with STM, cond-mat/0112407
• M. Zwolak and M. Di Ventra, DNA spintronics, Appl. Phys. Lett. 81, 925 (2002)
• A. S. Alexandrov, A. M. Bratkovsky, and R. S. Williams, Bistable tunneling current through a molecular quantum dot, Phys. Rev. B 67, 075301 (2003) (hysteresis in I-V characteristics for ground state with degeneracy d > 2)
• K. D. McCarthy, N. Prokof'ev, and M. T. Tuominen, Incoherent dynamics of vibrating single-molecule transistors, Phys. Rev. B 67, 245415 (2003)
• A. Thielmann, M. H. Hettler, J. König, and G. Schön, Shot noise in tunneling transport through molecules and quantum dots, Phys. Rev. B 68, 115105 (2003)
• Y. Xue and M. A. Ratner, Microscopic study of electrical transport through individual molecules with metallic contacts. I. Band lineup, voltage drop, and high-field transport, Phys. Rev. B 68, 115406 (2003); Microscopic study of electrical transport through individual molecules with metallic contacts. II. Effect of the interface structure, Phys. Rev. B 68, 115407 (2003)
• K. Flensberg, Tunneling broadening of vibrational sidebands in molecular transistors, Phys. Rev. B 68, 205323 (2003)
• V. Aji, J. E. Moore, and C. M. Varma, Electronic-vibrational coupling in single-molecule devices, cond-mat/0302222, Int. J. Nanosci. 3, 255 (2004)
• A. Mitra, I. Aleiner, and A. J. Millis, Phonon effects in molecular transistors: Quantal and classical treatment, Phys. Rev. B 69, 245302 (2004) (inelastic tunneling, Wangsness-Bloch-Redfield approach for weak tunneling and NEGF approach for strong tunneling)
• G.-H. Kim and T.-S. Kim, Electronic Transport in Single-Molecule Magnets on Metallic Surfaces, Phys. Rev. Lett. 92, 137203 (2004) (model similar to Romeike et al., without molecular orbitals, applied to STM tunneling in the weak-tunneling limit, uses Fermi's Golden Rule)
• J. Paaske and K. Flensberg, Vibrational Sidebands and the Kondo Effect in Molecular, Phys. Rev. Lett. 94, 176801 (2005)
• M. Galperin, M. A. Ratner, and A. Nitzan, Hysteresis, Switching, and Negative Differential Resistance in Molecular Junctions: A Polaron Model, Nano Lett. 5, 125 (2005); A. S. Alexandrov and A. M. Bratkovsky, Comment on "Hysteresis, Switching, and Negative Differential Resistance in Molecular Junctions: A Polaron Model", cond-mat/0603467; M. Galperin, M. A. Ratner, and A. Nitzan, Reply to Comment by Alexandrov and Bratkovsky, cond-mat/0604112
• M. R. Wegewijs and K. C. Nowack, Nuclear wavefunction interference in single-molecule electron transport, New J. Phys. 7, 239 (2005) (effect of changes of the vibration potentials with electronic occupation, related to Koch and von Oppen)
• K. A. Al-Hassanieh, C. A. Büsser, G. B. Martins, and E. Dagotto, Electron Transport through a Molecular Conductor with Center-of-Mass Motion, Phys. Rev. Lett. 95, 256807 (2005) (conductance dip at zero bias)
• M. Galperin, A. Nitzan, and M. A. Ratner, Resonant inelastic tunneling in molecular junctions, cond-mat/0510452, Phys. Rev. B
• K. Walczak, The influence of vibronic coupling on the shape of transport characteristics in inelastic tunneling through molecules, cond-mat/0510802
• N. Jean and S. Sanvito, Inelastic transport in molecular spin valves, cond-mat/0511574 (1D chain with Einstein phonons)
• T. T. Heikkila and W. Belzig, Slow Vibrations in Transport through Molecules, cond-mat/0512047
• C. Romeike, M. R. Wegewijs, W. Hofstetter, and H. Schoeller, Quantum tunneling induced Kondo effect in single molecular magnets, Phys. Rev. Lett. 96, 196601 (2006) (zero bias, discuss effect of anisotropy, use poor man's scaling and NRG)
• C. Romeike, M. R. Wegewijs, and H. Schoeller, Spin quantum tunneling in single molecular magnets: fingerprints in transport spectroscopy of current and noise, Phys. Rev. Lett. 96, 196805 (2006) (sequential tunneling, allow mixing of S^z eigenstates by magnetic tunneling not related to electronic tunneling, which leads to additional peaks in differential conductance)
• Z.-Z. Chen, H. Lu, R. Lü, and B. Zhu, Phonon-assisted Kondo effect in a single-molecule transistor out of equilibrium, J. Phys.: Condens. Matter 18, 5435 (2006)
• H. Ness, Quantum inelastic electron-vibration scattering in molecular wires: Landauer-like versus Green's function approaches and temperature effects, J. Phys.: Condens. Matter 18, 6307 (2006)
• M. N. Leuenberger and E. R. Mucciolo, Berry Phase Oscillations of the Kondo Effect in Single-Molecule Magnets, Phys. Rev. Lett. 97, 126601 (2006) (transverse magnetic field can quench the Kondo effect in transport, assuming strong coupling to metallic leads; Ni₄ cluster)
• K. Walczak, Coulomb blockade in molecular quantum dots, cond-mat/0601379
• H. Ness and A. J. Fisher, Vibrational inelastic scattering effects in molecular electronics, cond-mat/0603494, Proc. Nat. Acad. Sci. 102, 8826 (2005)
• M. Galperin, A. Nitzan, and M. A. Ratner, Inelastic tunneling effects on noise properties of molecular junctions, cond-mat/0604029 (single-orbital molecule with one vibrational mode, which is coupled to a phonon bath, concentrate on noise)
• A. Donarini, M. Grifoni, and K. Richter, Dynamical symmetry breaking in transport through molecules, cond-mat/0605123 (...due to quasi-degenerate vibrational eigenstates)
• C. Benjamin, T. Jonckheere, A. Zazunov, and T. Martin, Controllable pi junction in a Josephson quantum-dot device with molecular spin, cond-mat/0605338 (model with one molecular orbital without Coulomb interaction, coupled to a local static exchange field and superconducting leads in equilibrium [thus does not really belong here])
• C. Romeike, M. R. Wegewijs, W. Hofstetter, and H. Schoeller, Kondo-transport spectroscopy of single molecule magnets, Phys. Rev. Lett. 97, 206601 (2006) (zero bias, discuss strong anisotropy, employ NRG)
• G. Fagas, P. Delaney, and J. C. Greer, Independent particle descriptions of tunneling from a many-body perspective, cond-mat/0606026 (applied to metal-molecule-metal junction, goal is to find an optimal single-electron description for the many-body system)
• J. Lehmann and D. Loss, Sequential Tunneling through Anisotropic Heisenberg Spin Rings, cond-mat/0608642 (molecules with spins arranged in a ring, importance of Zener double exchange [the Hamiltonian describes a phenomenological Zener model, double exchange is at best present as the possible origin of the nearest-neighbor exchange interaction])
• B. Muralidharan, A. W. Ghosh, S. K. Pati, and S. Datta, Theory of high bias Coulomb Blockade in ultrashort molecules, cond-mat/0610244 (benzene, Hubbard model, rate equations for many-particle states, also compares to single-electron approach)
• M. Galperin, M. A. Ratner, and A. Nitzan, Heat conduction in molecular transport junctions, cond-mat/0611169 (long paper)
• F. Pump and G. Cuniberti, Rectification effects in coherent transport through single molecules, cond-mat/0611436
• M. Misiorny and J. Barnas, Quantum Tunneling of Magnetization in Single Molecular Magnets Coupled to Ferromagnetic Reservoirs, cond-mat/0611644 (with time-dependent magnetic field)
• M. Misiorny and J. Barnas, Magnetic Switching of a Single Molecular Magnet due to Spin-Polarized Current, Phys. Rev. B 75, 134425 (2007) (with two ferromagnetic leads, no explicit molecular orbital, direct left-right tunneling similar to Romeike et al.)
• B. Song, D. A. Ryndyk, and G. Cuniberti, Molecular junctions in the Coulomb blockade regime: rectification and nesting, Phys. Rev. B 76, 045408 (2007) (connects master equation and Green functions)
• M. Misiorny and J. Barnas, Spin polarized transport through a single-molecule magnet: Current-induced magnetic switching, Phys. Rev. B 76, 054448 (2007) (with explicit LUMO exchange-coupled to local spin, Fermi's Golden Rule)
• T. Korb, F. Reininghaus, H. Schoeller, and J. König, Real-time renormalization group and cutoff scales in nonequilibrium, Phys. Rev. B 76, 165316 (2007) (exchange scattering from single spin between two leads, with anisotropic exchange and on-site anisotropy, cotunneling regime, meaning here: no charge fluctuations)
• G. Gonzalez and M. N. Leuenberger, Berry-phase blockade in single-molecule magnets, Phys. Rev. Lett. 98, 256804 (2007) (sequential tunneling, two ferromagnetic leads, interference effects)
• S. Florens, Nano-DMFT for molecules, ultrasmall particles and inhomogeneous materials in the strong correlation regime, cond-mat/0701725 (includes a bias voltage)
• M. Paulsson and M. Brandbyge, Transmission eigenchannels from non-equilibrium Green's functions, cond-mat/0702295
• M. G. Schultz, T. S. Nunner, and F. von Oppen, Berry-phase effects in transport through single Jahn-Teller molecules, cond-mat/0702489
• H. Raza, An EHT based model for Single Molecule Incoherent Resonant Scanning Tunneling Spectroscopy, cond-mat/0703236 (EHT = extended Hückel theory)
• K. Walczak, Vibrational features in inelastic electron tunneling spectra, cond-mat/0703559 (non-perturbative approach for strong-tunneling regime)
• M. Misiorny and J. Barnas, Current-Induced Switching of a Single-Molecule Magnet with Arbitrary Oriented Easy Axis, arXiv:0704.2497 (a model without explicit molecular orbitals, but with spin-scattering of tunneling electrons off the local spin, find strong dependence of current on misalignment angle)
• P. San-Jose, G. Schön, A. Shnirman, and G. Zarand, Spin dephasing due to a random Berry phase, arXiv:0704.2974 (effect of spin-orbit coupling)
• B. Dong, X. L. Lei, and N. J. M. Horing, Elimination of negative differential conductance in an asymmetric molecular transistor by an ac-voltage, arXiv:0705.2624
• A. S. Alexandrov and A. M. Bratkovsky, Fast polaron switching in degenerate molecular quantum dots, J. Phys.: Condens. Matter 19, 255203 (2007)
• A. Landau, L. Kronik, and A. Nitzan, Cooperative effects in molecular conduction, arXiv:0707.3038 (tunneling through molecular monolayers, tight-binding model)
• G. Li, M. Schreiber, and U. Kleinekathoefer, Coherent laser control of the current through molecular junctions, arXiv:0708.3429, Europhys. Lett. 79, 27006 (2007); U. Kleinekathoefer, G. Li, S. Welack, and M. Schreiber, Switching the current through molecular wires, arXiv:0708.3432, Europhys. Lett. 75, 129 (2006); U. Kleinekathoefer, G. Li, S. Welack, and M. Schreiber, Coherent destruction of the current through molecular wires using short laser pulses, arXiv:0708.3433, phys. stat. sol. (b) 243, 3775 (2006)
• J. Lagerqvist, M. Zwolak, and M. Di Ventra, Influence of the environment and probes on rapid DNA sequencing via transverse electronic transport, arXiv:0708.4395 (tight-binding model, result is that sequencing in a nanochannel should be feasible)
• M. C. Lüffe, J. Koch, and F. von Oppen, Vibrational absorption sidebands in the Coulomb blockade regime, arXiv:0709.0876
• P. S. Cornaglia, Gonzalo Usaj, and C. A. Balseiro, Electronic Transport through Magnetic Molecules with Soft Vibrating Modes, arXiv:0711.0394 (employing the NRG)
• R. Egger and A. O. Gogolin, Vibration-induced correction to the current through a single molecule, arXiv:0712.0750 (NEGF formalism, perturbation theory for small electron-vibron coupling)
• G. Begemann, D. Darau, A. Donarini, and M. Grifoni, Symmetry fingerprints of a benzene single-electron transistor: Interplay between Coulomb interaction and orbital symmetry, Phys. Rev. B 77, 201406(R) (2008), also note erratum (Hubbard-type model, quantum master equation, find different conductance for meta- and para-contacted benzene due to interference between degenerate MOs); D. Darau, G. Begemann, A. Donarini, and M. Grifoni, A benzene interference single-electron transistor, arXiv:0810.2461; A. Donarini, G. Begemann, and M. Grifoni, All-electric-spin control in interference single electron transistors, arXiv:0904.0167
• G. Gonzalez, M. N. Leuenberger, and E. R. Mucciolo, Kondo effect in single-molecule magnet transistors, Phys. Rev. B 78, 054445 (2008)
• P. D'Amico, D. A. Ryndyk, G. Cuniberti, and K. Richter, Charge-memory effect in a polaron model: equation-of-motion method for Green functions, New J. Phys. 10, 085002 (2008); D. A. Ryndyk, P. D'Amico, G. Cuniberti, and K. Richter, Charge-memory polaron effect in molecular junctions, Phys. Rev. B 78, 085409 (2008)
• J. K. Viljas, F. Pauly, and J. C. Cuevas, Photoassisted transport in organic molecular wires: length-dependence and current-voltage characteristics, arXiv:0801.1323 (tight-binding model for polyphenylene chains without electron-electron interactin)
• R. Härtle, C. Benesch, and M. Thoss, Multimode vibrational effects in single molecule conductance: A nonequilibrium Green's function approach, arXiv:0801.3602 (NEGF approach, long laper)
• J. Skoldberg, T. Lofwander, V. S. Shumeiko, and M. Fogelstrom, Andreev bound state spectroscopy in superconducting molecular junctions, arXiv:0801.3608 (molecule between superconducting leads, the focus is on properties of the leads and the point contact, not the molecule)
• M. Misiorny and J. Barnas, Effects of Intrinsic Spin-Relaxation in Molecular Magnets on Current-Induced Magnetic Switching, arXiv:0801.3655 (with two ferromagnetic leads, tunneling included at Golden-Rule level)
• M. Galperin, A. Nitzan, and M. A. Ratner, Non-linear response of molecular junctions: The polaron model revisited, arXiv:0801.3783 (Green function approach)
• H. Raza and E. C. Kan, An atomistic quantum transport solver with dephasing for field-effect transistors, arXiv:0802.2357 (detailed modelling of atomistic structure and electric potential, interaction treated at Hartree level)
• F. Reckermann, M. Leijnse, M. R. Wegewijs, and H. Schoeller, Transport signature of pseudo-Jahn-Teller dynamics in a single-molecule transistor, arXiv:0802.3326; Vibrational detection and control of spin in mixed-valence molecular transistors, arXiv:0802.3498, Europ. Phys. Lett. 83, 58001 (2008)
• J. P. Bergfield and C. A. Stafford, Many-body treatment of quantum transport through single molecules, arXiv:0803.2756 (combines exact diagonalization of molecular Hamiltonian with NEGF approach to obtain the current)
• T. Jonckheere, K.-I. Imura, and T. Martin, Colossal spin fluctuations in a molecular quantum dot magnet with ferromagnetic electrodes, arXiv:0803.3058 (analytical expressions for various averages and fluctuations for a simple model at zero temperature, in sequential-tunneling approximation, one or two ferromagnetic leads)
• W. Lee and S. Sanvito, Exploring the limits of the self consistent Born approximation for inelastic electronic transport, arXiv:0804.3389 (non-equilibrium Green function formalism)
• M. Lee, T. Jonckheere, and T. Martin, Josephson Effect through a Magnetic Metallofullerene Molecule, arXiv:0805.0301 (endohedral fullerene, employ NRG)
• F. Pistolesi, Ya. M. Blanter, and I. Martin, Self-consistent theory of molecular switching, arXiv:0806.1151
• M. Leijnse and M. R. Wegewijs, Kinetic Equations for Transport Through Single-Molecule Transistors, arXiv:0807.4027 (consistent perturbative expansion of master equation to fourth order, discuss cotunneling-assisted sequential tunneling)
• M. Galperin, M. A. Ratner, and A. Nitzan, Raman scattering in current carrying molecular junctions. A preliminary account, arXiv:0808.0292
• A. Saffarzadeh, Electronic transport through a C₆₀ molecular bridge: The role of single and multiple contacts, arXiv:0808.1352 (tight-binding model for C₆₀, no Jahn-Teller distortion, Landauer-Büttiker approach, effect due to interference of tunneling paths)
• S. Vasudevan, K. Walczak, N. Kapur, M. Neurock, and A. W. Ghosh, Modeling electrostatic and quantum detection of molecules, arXiv:0808.2262
• M. Galperin, A. Nitzan, and M. A. Ratner, Nonequilibrium isolated molecule limit, arXiv:0808.3115 (using Green functions for Hubbard operators)
• K. Kaasbjerg and K. Flensberg, Strong polarization-induced reduction of addition energies in single-molecule nanojunctions, arXiv:0809.1774
• M.Crisan and I.Grosu, Temperature effect in the conductance of hydrogen molecule, arXiv:0810.3120, Physica E 41, 130 (2008)
• J. P. Bergfield and C. A. Stafford, Many-body theory of electronic transport in single-molecule heterojunctions, arXiv:0812.0867 (nonequilibrium Green functions, including rigorous result for the Coulomb-interaction self energy in the sequential tunneling limit)
• M. G. Schultz and F. von Oppen, Quantum Transport through Nanostructures with Orbital Degeneracies, arXiv:0812.1491 (full master equation vs. rate equations)
• F. Reckermann, M. Leijnse, and M. R. Wegewijs, Vibrational detection and control of spin in mixed-valence molecular transistors, Phys. Rev. B 79, 075313 (2009)
• H.-Z. Lu, B. Zhou, and S.-Q. Shen, Spin-bias driven magnetization reversal and nondestructive detection in a single molecular magnet, Phys. Rev. B 79, 174419 (2009) (spin bias = different chemical potential for up and down spins)
• M. A. Romero, S. C. Gomez-Carrillo, P. G. Bolcatto, and E. C. Goldberg, Spin fluctuation effects on the conductance through a single Pd atom contact, J. Phys.: Condens. Matter 21, 215602 (2009)
• M. Esposito and M. Galperin, Transport in molecular states language: Generalized quantum master equation approach, Phys. Rev. B 79, 205303 (2009) (using Hubbard operators for the interacting molecular part of the Hamiltonian and Keldysh-Green functions for the Hubbard and (lead) Fermi operators, equation of motion for the expectation value of Hubbard operators is written down and approximately decoupled by inserting projection superoperators P, leading to a master equation that is nonlocal in time, broadening of molecular levels by coupling is here taken into account; relation to standard Markovian master equation is explained)
• J. Loos, T. Koch, A. Alvermann, A. R. Bishop, and H. Fehske, Phonon affected transport through molecular quantum dots, J. Phys.: Condens. Matter 21, 395601 (2009) (employing the Lang-Firsov transformation of the vibrons)
• T. L. Schmidt and A. Komnik, Charge transfer statistics of a molecular quantum dot with a vibrational degree of freedom, Phys. Rev. B 80, 041307(R) (2009) (full counting statistics, arbitrary tunneling, but weak electron-vibron coupling, see also the paper by Avriller and Levy Yeyati, below)
• F. Haupt, T. Novotny, and W. Belzig, Phonon-assisted current noise in molecular junctions, Phys. Rev. Lett. 103, 136601 (2009) (non-equilibrium Green functions)
• B. B. Schmidt, M. H. Hettler, and G Schön, Charge correlations in polaron hopping through molecules, arXiv:0902.3183 (chain molecules such as DNA with strong charge-deformation coupling)
• L. G. Dias da Silva and E. Dagotto, Phonon-assisted tunneling and two-channel Kondo physics in molecular junctions, arXiv:0902.3225
• R. Avriller and A. Levy Yeyati, Electron-phonon interaction and full counting statistics in molecular junctions, arXiv:0903.0939 (see also the paper by Schmidt and Komnik, above)
• A. Schulz, A. Zazunov, and R. Egger, Critical Josephson current through a bistable single-molecule junction, arXiv:0903.2007 (I_c for a molecule with one orbital, coupled to a two-level system, at zero bias, cotunneling)
• O. Entin-Wohlman, Y. Imry, and A. Aharony, Voltage-induced singularities in transport through molecular junctions, arXiv:0904.4385 (Keldysh formalism, consider the cases of linear response at nonzero temperature and nonzero bias at zero temperature)
• B. Dong, H. Y. Fan, X. L. Lei, and N. J. M. Horing, Counting statistics of tunneling through a single molecule: effect of distortion and displacement of vibrational potential surface, arXiv:0904.4737 (rate equations)
• J. Loos, T. Koch, A. Alvermann, A. R. Bishop, and H. Fehske, Phonon affected transport through molecular quantum dots, arXiv:0905.0248 (one-dimensional model for lead-dot-lead system, for zero bias only, approach based on equilibrium Matsubara-Green functions, addressing weak to strong electron-phonon coupling)
• S. K. Shukla and S. Sanvito, Electron transport across electrically switchable magnetic molecules, arXiv:0905.1607 (magnetic dimer: two sites exchange-coupled to one classical spin each, no electron-electron interaction, local spins are frozen; employ non-equilibrium Green functions)
• J. Mravlje and A. Ramsak, Kondo effect in oscillating molecules, arXiv:0905.2409, phys. stat. sol. (b) 246, 994 (2009); Electron transport through molecules in the Kondo regime: the role of molecular vibrations, arXiv:0912.3536
• M. Galperin, K. Saito, A. V. Balatsky, and A. Nitzan, Cooling mechanisms in molecular conduction junctions, arXiv:0905.2748
• E. Prodan and A. LeVee, Tunneling transport in devices with semiconducting leads, arXiv:0907.4636 (mostly interested in the extension of the theory of tunneling transport to include semiconducting leads)
• D. Nozaki, H. Sevincli, W. Li, R. Gutierrez, and G. Cuniberti, Engineering the thermopower in semiconductor-molecule junctions: towards high thermoelectric efficiency at the nanoscale, arXiv:0908.0438
• R. Gutierrez, R. Caetano, P. B. Woiczikowski, T. Kubar, M. Elstner, and G. Cuniberti, Structural fluctuations and quantum transport through DNA molecular wires: a combined molecular dynamics and model Hamiltonian approach, arXiv:0910.0348 (for short oligomers)
• G.-Q. Li, B. D. Fainberg, A. Nitzan, P. Hänggi, and S. Kohler, Coherent charge transport through molecular wires: "Exciton blocking" and current from electronic excitations in the wire, arXiv:0910.4972 (double dot, full quantum master equation with off-diagonal components treated in the rotating-wave approximation; study effects of interaction between dots, which can suppress or enhance the current)
• A. Soncini and L. F. Chibotaru, Spintronics of noncollinear molecular magnets, arXiv:0910.5235 (two or three local spins with non-collinear anisotropy axes; stationary-state rate equations in the sequential-tunneling limit)
• S. Herzog and M. R. Wegewijs, Dzyaloshinskii-Moriya interaction in transport through single molecule transistors, arXiv:0911.0571
• S. Tornow and G. Zwicknagl, Conductance Through a Redox System in the Coulomb Blockade Regime: Many-Particle Effects and Influence of Electronic Correlations, arXiv:0911.5297 (employing a two-site extended Hubbard model and rate equations)
• O. Entin-Wohlman, Y. Imry, and A. Aharony, Transport through molecular junctions with a nonequilibrium phonon distribution, arXiv:0912.1569 (strong hybridization, Green functions)
• R. Jaafar, E. M. Chudnovsky, and D. A. Garanin, Single magnetic molecule between conducting leads: Effect of mechanical rotations, arXiv:0912.1882 (mean-field-type decoupling of expectation values)
• A. Zazunov and R. Egger, Adiabatic polaron dynamics and Josephson effect in a superconducting molecular quantum dot, arXiv:0912.2626 (a resonant level coupled to superconducting leads and to a slow oscillator)
• J. P. Bergfield, P. Jacquod, and C. A. Stafford, Coherent Destruction of Coulomb Blockade Peaks in Molecular Junctions, arXiv:0912.4066 (using the Green-function approach developed by two of the authors, cited above)
• J. S. Seldenthuis, H. S. J. van der Zant, M. A. Ratner, and J. M. Thijssen, Vibrational Excitations in Weakly Coupled Single-Molecule Junctions: A Computational Analysis, ACS Nano 2, 1445 (2008) (rate equations for sequential tunneling, vibration modes obtained from DFT); Understanding electroluminescence spectra in weakly coupled single-molecule junctions, arXiv:1002.4542
• S. Teber, Transport and magnetization dynamics in a superconductor/single-molecule magnet/superconductor junction, arXiv:1002.3929 (a classical and isotropic spin [no orbitals] coupled to two leads, Keldysh formalism for electron current, also considers the spin current)
• B. Sothmann and J. König, Non-equilibrium current and noise in inelastic tunneling through a magnetic atom, arXiv:1003.3794

Ab-initio theory for nanoscopic transport

• F. Evers, F. Weigend, and M. Koentopp, The conductance of molecular wires and DFT based transport calculations, Phys. Rev. B 69, 235411 (2004) (why DFT is bad for weak coupling)
• N. Sai, M. Zwolak, G. Vignale, and M. Di Ventra, Dynamical corrections to the DFT-LDA electron conductance in nanoscale systems, Phys. Rev. Lett. 94, 186810 (2005) (TDCDFT for a nanoscale constriction, then applied to a molecular junction; note comment)
• C. Toher, A. Filippetti, S. Sanvito, and K. Burke, Self-Interaction Errors in Density-Functional Calculations of Electronic Transport, Phys. Rev. Lett. 95, 146402 (2005)
• R. Zikic, P. S. Krstic, X.-G. Zhang, M. Fuentes-Cabrera, J. Wells, and X. Zhao, Characterization of the tunneling conductance across DNA bases, Phys. Rev. E 74, 011919 (2006) (single nucleotides between gold electrodes, essentially Landauer picture); J. Lagerqvist, M. Zwolak, and M. Di Ventra, Comment on "Characterization of the tunneling conductance across DNA bases", cond-mat/0612493, and references therein
• V. V. Maslyuk, A. Bagrets, V. Meded, A. Arnold, F. Evers, M. Brandbyge, T. Bredow, and I. Mertig, Organometallic Benzene-Vanadium Wire: A One-Dimensional Half-Metallic Ferromagnet, Phys. Rev. Lett. 97, 097201 (2006)
• T. Ono and K. Hirose, First-Principles Study on Electron-Conduction Properties of C₆₀ Chains, cond-mat/0606541
• C. Benesh, M. Thoss, W. Domcke, and M. Cizek, Vibronic effects on resonant electron conduction through single molecule junctions, cond-mat/0606756, Chem. Phys. Lett.
• X.-Q. Li and Y. Yan, Quantum master equation scheme of time-dependent density functional theory to time-dependent transport in nano-electronic devices, cond-mat/0606788
• C. J. Lambert, I. M. Grace, and T. Papadopolous, Controlled electron transport through single molecules, cond-mat/0609130 (for a specific class of molecular wires)
• F. Evers and A. Arnold, Molecular Conductance from Ab Initio Calculations: Self Energies and Absorbing Boundary Conditions, cond-mat/0611401
• T. Frederiksen, M. Paulsson, M. Brandbyge, and A.-P. Jauho, Inelastic transport theory from first-principles: methodology and applications for nanoscale devices, cond-mat/0611562
• X.-Q. Li, Y.-J. Yan, Quantum master equation scheme of time-dependent density functional theory to time-dependent transport in nanoelectronic devices, Phys. Rev. B 75, 075114 (2007) (combines the master equation for the reduced many-body density operator, in the sequential-tunneling approximation, with TDDFT to reduce the many-particle problem on the dot to solving time-dependent Kohn-Sham equations)
• E. Prodan and R. Car, DC conductance of molecular wires, Phys. Rev. B 76, 115102 (2007)
• N. Sai, N. Bushong, R. Hatcher, and M. Di Ventra, Microscopic durrent dynamics in nanoscale junctions, Phys. Rev. B 75, 115410 (2007)
• Z. Li and D. S. Kosov, Nature of well-defined conductance of amine anchored molecular junctions, cond-mat/0702507
• J. K. Viljas, F. Pauly, and J. C. Cuevas, Photoconductance of organic single-molecule contacts, arXiv:0704.0408
• M. del Valle, R. Gutierrez, C. Tejedor, and G. Cuniberti, Tuning the conductance of a molecular switch, arXiv:0705.0527 (Landauer theory)
• P. Bokes, J. Jung, and R. W. Godby, Ab-initio formulation of the 4-point conductance of interacting electronic systems, arXiv:0705.1568 (TDDFT)
• F. Pauly, J. K. Viljas, J. C. Cuevas, and G. Schön, Tilt-angle landscapes and temperature dependence of the conductance in biphenyl-dithiol single-molecule junctions, arXiv:0705.3285 (DFT and Landauer formula)
• S.-H. Ke, H. U. Baranger, and W. Yang, Electron transport through single conjugated organic molecules: Basis set effects in ab initio calculations, arXiv:0705.3409 (also DFT and Landauer formula)
• D. M. Cardamone and G. Kirczenow, Single-Molecule Device Prototypes for Protein-Based Nanoelectronics: Negative Differential Resistance and Current Rectification in Oligopeptides, arXiv:0708.1041 (semi-empirical Hamiltonian, Landauer formula)
• W. Y. Kim and K. S. Kim, Carbon nanotube, graphene, nanowire, and molecule-based electron and spin transport phenomena using the non-equilibrium Green function method at the level of first principles theory, arXiv:0708.2459, J. Comp. Chem. 29, 1073 (2008) (DFT + Landauer formula)
• S. E. Baltazar, M. De Menech, U. Saalmann, A. H. Romero, and M. E. Garcia, Negative differential resistance of Styrene on an ideal Si[111] surface: dependence of the I-V characteristics on geometry, surface doping and shape of the STM-tip, arXiv:0708.2834 (LSDA, Landauer formula)
• M. Galperin and S. Tretiak, Linear optical response of current-carrying molecular junction: A NEGF-TDDFT approach, arXiv:0712.1166
• A. Saffarzadeh, Tunnel magnetoresistance of a single-molecule junction, J. Appl. Phys. 104, 123715 (2008) (NEGF and Landauer-Büttiker formula for C₆₀ with ferromagnetic leads)
• D. J. Mowbray, G. Jones, and K. S. Thygesen, Influence of Functional Groups on Charge Transport in Molecular Junctions, arXiv:0802.2069 (static DFT + NEGF to obtain transmission coefficient, Landauer formula, model STM tip [Au]-molecule-surface [Au], strong tunneling regime)
• Yu. V. Pershin, Y. Dubi, and M. Di Ventra, Effective single-particle order-N scheme for the dynamics of open non-interacting many-body systems, arXiv:0803.3216 (mapping of many-particle problem onto an effective single-particle one in the context of TDCDFT)
• R. Pati, M. McClain, and A. Bandyopadhyay, Origin of negative differential resistance in a strongly coupled single molecule-metal junction device, arXiv:0803.3342
• R. Stadler, V. Geskin, and J. Cornil, Towards a theoretical description of molecular junctions in the Coulomb blockade regime based on density functional theory, arXiv:0803.3886 (static DFT and NEGF to calculate transmission coefficients, claims to obtain good description of Coulomb blockade regime); Screening effects in a density functional theory based description of molecular junctions in the Coulomb blockade regime, arXiv:0811.3114 (application of previous idea)
• K. Tao, V. S. Stepanyuk, P. Bruno, D. I. Bazhanov, V. V. Maslyuk, M. Brandbyge, and I. Mertig, Manipulating magnetism and conductance of an adatom-molecule junction on metal surfaces: ab initio study, arXiv:0804.3337 (employing static LDA in the GGA and non-equilibrium Green functions)
• S.-H. Ke, W. Yang, and H. U. Baranger, Quantum Interference Controlled Molecular Electronics, arXiv:0806.3593, Nano Lett. 8, 3257 (2008) (static LDA and also HF, combined with Landauer formula)
• F. Pauly, J. K. Viljas, U. Huniar, M. Häfner, S. Wohlthat, M. Bürkle, J. C. Cuevas, and G. Schön, Cluster-based density-functional approach to quantum transport through molecular and atomic contacts, arXiv:0806.4173 (static GGA plus Landauer-Büttiker theory)
• V. M. Garcia-Suarez and C. J. Lambert, Tailoring the Fermi level of the leads in molecular-electronic devices, arXiv:0807.4032 (static DFT and NEGF to obtain transmission coefficients)
• P. Hyldgaard, Density-functional theory of nonequilibrium tunneling: A Lippmann-Schwinger single-particle scheme, arXiv:0807.4555 (promising alternative to static DFT plus Landauer-Büttiker formalism and also to TD-DFT)
• H. He, R. Pandey, and S. P. Karna, Electronic conduction in a three-terminal molecular transistor, arXiv:0809.3796 (static DFT plus Landauer-Büttiker formula)
• J. Ferrer and V. M. Garcia-Suarez, Tuning the conductance of molecular junctions: transparent versus tunneling regimes, arXiv:0810.1863 (static DFT and Landauer formalism)
• G. Vignale and M. Di Ventra, Incompleteness of the Landauer Formula for Electronic Transport, arXiv:0810.2857 (viscosity of the electron liquid is important, develop formalism based on TDCDFT)
• C. M. Finch, V. M. García-Suárez, and C. J. Lambert, Giant thermopower and figure of merit in single-molecule devices, arXiv:0811.3029 (use static DFT and non-equilibrium Green-function method [SIESTA code], find strong effect of Fano resonances on heat transport)
• Y.-S. Liu and Y.-C. Chen, Thermoelectricity of Molecular Tunneling Junctions, arXiv:0812.0400 (linear response, Landauer approach)
• L. Michalak, C. M. Canali, M. R. Pederson, M. Paulsson, and V. G. Benza, Theory of tunneling spectroscopy in a Mn₁₂ single-electron transistor by DFT methods, arXiv:0812.1058 (using a many-body/spin Hamiltonian based on ab-initio calculations, and rate equations)
• M. J. Verstraete, P. Bokes, and R. W. Godby, First-Principles conductance of nanoscale junctions from the polarizability of finite systems, arXiv:0812.4205
• R. Zhang, G. Ma, R. Li, Z. Qian, Z. Shen, X. Zhao, S. Hou, and S. Sanvito, Effects of spin-orbit coupling on the conductance of molecules contacted with gold electrodes, J. Phys.: Condens. Matter 21, 335301 (2009) (spin-orbit coupling in the leads, not in the molecule)
• S. Barraza-Lopez, K. Park, V. Garcia-Suarez, and J. Ferrer, Spin-filtering effect in the transport through a single-molecule magnet Mn₁₂ bridged between metallic electrodes, arXiv:0901.4271 (static GGA and GGA+U, non-equilibrium Green functions to calculate the transmission coefficients, and Landauer-Büttiker formula)
• Z. Zhou and S.-I Chu, Description of electron transport dynamics in molecular devices: A time-dependent density functional theoretical approach in momentum space makes it simple, arXiv:0902.1489
• C. D. Pemmaraju, I. Rungger, and S. Sanvito, Magnetic state electrical readout of Mn12 molecules, arXiv:0905.0281
• D. Nozaki and G. Cuniberti, Silicon-based molecular switch junctions, arXiv:0907.0155
• T. Ozaki, K. Nishio, and H. Kino, Efficient implementation of the nonequilibrium Green function method for electronic transport calculations, arXiv:0908.4142 (using static DFT)
• K. K. Saha, W. Lu, J. Bernholc, and V. Meunier, Electron transport in multi-terminal molecular device, arXiv:0908.4346 (DFT and Keldysh-NEGF, essentially Landauer approach)
• S. Barraza-Lopez, K. Park, V.r Garcia-Suarez, and J. Ferrer, First-principles study of electron transport through the single-molecule magnet Mn12, arXiv:0909.3672 (static DFT/GGA including spin-orbit coupling, Landauer formula)
• S. Kurth, G. Stefanucci, E. Khosravi, C. Verdozzi, and E. K. U. Gross, Dynamical Coulomb Blockade and the Derivative Discontinuity of Time-Dependent Density Functional Theory, arXiv:0911.3870 (Coulomb blockade is associated with undamped oscillations, not a stationary state)
• T. Kostyrko, V. M. Garcia-Suarez, C. J. Lambert, and B. R. Bulka, Current rectification in molecular junctions produced by local potential fields, Phys. Rev. B 81, 085308 (2010) (using SMEAGOL: static DFT and NEGF)
• T. Olsen and J. Schiøtz, Vibrationally Mediated Control of Single Electron Transmission in Weakly Coupled Molecule-Metal Junctions, arXiv:1001.0455 (calculate transmission coefficients, idea is that a single electron can tunnel through the molecule if the molecule was prepared in the first excited vibrational state, the vibration is deexcited, providing the energy required for the tunneling)
• I. Rungger, X. Chen, U. Schwingenschlögl, and S. Sanvito, Finite-bias electronic transport of molecules in water solution, arXiv:1002.0226 (NEGF based on SIC-LDA, calculate transmission coefficient at zero and nonzero bias voltage)
• S.-H. Ke, R. Liu, W. Yang, and H. U. Baranger, Time-Dependent Transport Through Molecular Junctions, arXiv:1002.1441 (static GGA and NEGF approach, focus on dynamics)
• K. Park, S. Barraza-Lopez, V. M. Garcia-Suarez, and J. Ferrer, Effects of bonding type and interface geometry on coherent transport through the single-molecule magnet Mn12, arXiv:1003.2750 (static GGA and NEGF approach, SMEAGOL and SIESTE codes)

Other studies on nanoscopic and mesoscopic systems (not transport)

• M. Ludwig, B. Kubala, and F. Marquardt, The optomechanical instability in the quantum regime, arXiv:0803.3714
• H. E. Türeci, M. Hanl, M. Claassen, A. Weichselbaum, T. Hecht, B. Braunecker, A. Govorov, L. Glazman, J. von Delft, and A. Imamoglu, Shedding light on non-equilibrium dynamics of a spin coupled to fermionic reservoir, arXiv:0907.3854 (optically excited spin coupled to quantum dot, which is coupled to an electron bath)
• M. Esposito, R. Kawai, K. Lindenberg, and C. Van den Broeck, Quantum-dot Carnot engine at maximum power, arXiv:1001.2192

Superconductivity

Experiment

• J. Demsar, B. Podobnik, V. V. Kabanov, D. Mihailovic, and T. Wolf, The superconducting gap Delta_c, the pseudogap Delta_p and pair fluctuations above T_c in overdoped Y_1-xCa_xBa₂Cu₃O_7-delta from femtosecond time-domain spectroscopy, cond-mat/9905026 (the pseudogap and the superconducting gap show different time dependence); J. Demsar, K. Zagar, V. V. Kabanov, and D. Mihailovic, Low-energy electronic structure in Y_1-xCa_xBa₂Cu₃O_7-y comparison of time-resolved optical spectroscopy, NMR, neutron and tunneling data, cond-mat/9907028
• Y. Zuev, J. A. Skinta, M.-S. Kim, T. R. Lemberger, E. Wertz, K. Wu, and Q. Li, The Role of Thermal Phase Fluctuations in Underdoped YBCO Films, cond-mat/0407113
• W. J. Padilla, Y. S. Lee, M. Dumm, G. Blumberg, S. Ono, K. Segawa, S. Komiya, Y. Ando, and D. N. Basov, Constant effective mass across the phase diagram of high-T_c cuprates, Phys. Rev. B 72, 060511(R) (2005)
• A. Uldry, M. Mali, J. Roos, and P. F. Meier, Anisotropy of the antiferromagnetic spin correlations in the superconducting state of YBa₂Cu₃O₇ and YBa₂Cu₄O₈, cond-mat/0506245, J. Phys.: Condens. Matter 17, L499 (2005) (NMR/NQR: claim that in-plane antiferromagnetic correlations vanish at zero temperature in the superconducting phase)
• D. M. Broun, P. J. Turner, W. A. Huttema, S. Ozcan, B. Morgan, R. Liang, W. N. Hardy, and D. A. Bonn, In-Plane Superfluid Density of Highly Underdoped YBa₂Cu₃O_6+x, cond-mat/0509223
• R. S. Keizer, S. T. B. Goennenwein, T. M. Klapwijk, G. Miao, G. Xiao, and A. Gupta, A spin triplet supercurrent through the half-metallic ferromagnet CrO₂, cond-mat/0602359, Nature 439, 825 (2006)
• E. Bustarret, C. Marcenat, P. Achatz, J. Kacmarcik, F. Lévy, A. Huxley, L. Ortéga, E. Bourgeois, X. Blase, D. Débarre, and J. Boulmer, Superconductivity in doped cubic silicon, Nature 444, 465 (2006) (in heavily boron-doped silicon, T_c about 0.35 K)
• H. Yamazaki, N. Shannon, and H. Takagi, Interplay between superconductivity and ferromagnetism in epitaxial Nb(110)/Au(111)/Fe(110) trilayers, cond-mat/0604030 (interesting oscillations of superconducting T_c with Au thickness, open questions)
• J. E. Sonier, F. D. Callaghan, Y. Ando, R. F. Kiefl, J. H. Brewer, C. V. Kaiser, V. Pacradouni, S.-A. Sabok-Sayr, X. F. Sun, S. Komiya, W. N. Hardy, D. A. Bonn, and R. Liang, Avoided Quantum Criticality in YBa₂Cu₃O_y and La_2-xSr_xCuO₄, cond-mat/0610051
• G.-M. Zhao, Unambiguous exclusion of d-wave gap symmetry in high-temperature superconductors, cond-mat/0610599 (analysis of existing ARPES data for two compounds supports extended s-wave gap)
• Y. Okada, T. Takeuchi, T. Baba, S. Shin, and H. Ikuta, The origin of the anomalously strong influence of out-of-plane disorder on high-T_c superconductivity, arXiv:0704.1698
• E. E. M. Chia, J.-X. Zhu, D. Talbayev, R. D. Averitt, K.-H. Oh, I.-S. Jo, S.-I. Lee, and A. J. Taylor, Observation of Competing Order in a High-T_c Superconductor with Femtosecond Optical Pulses, arXiv:0705.1724 (Tl-2223, competing order with second gap at low temperatures)
• M. C. Boyer, W. D. Wise, K. Chatterjee, M. Yi, T. Kondo, T. Takeuchi, H. Ikuta, and E. W. Hudson, Imaging the Two Gaps of the High-T_C Superconductor Pb-Bi₂Sr₂CuO_6+x, arXiv:0705.1731 (evidence for second gap/competing order)
• H.-H. Wen and X.-G. Wen, Two energy scales and close relationship between the pseudogap and superconductivity in underdoped cuprate superconductors, arXiv:0708.3878, Physica C 460-462, 28 (2007), Proceedings of M2S-2006
• A. Kanigel, U. Chatterjee, M. Randeria, M. R. Norman, S. Souma, M. Shi, Z. Z. Li, H. Raffy, and J. C. Campuzano, Protected nodes and the collapse of the Fermi arcs in high T_c cuprates, arXiv:0708.4099
• J. M. Tranquada, G. D. Gu, M. Hücker, Q. Jie, H.-J. Kang, R. Klingeler, Q. Li, N. Tristan, J. S. Wen, G. Y. Xu, Z. J. Xu, J. Zhou, and M. v. Zimmermann, Evidence for unusual superconducting correlations coexisting with stripe order in La_1.875Ba_0.125CuO₄, Phys. Rev. B 78, 174529 (2008)
• S. E. Sebastian, J. Gillett, N. Harrison, P. H. C. Lau, C. H. Mielke, and G. G. Lonzarich, Quantum oscillations in the parent magnetic phase of an iron arsenide high temperature superconductor, arXiv:0806.4726 (for a "122" compound, giving information on the Fermi surface in the paramagnetic and SDW phases)
• A. S. Mishchenko, N. Nagaosa, Z.-X. Shen, G. De Filippis, V. Cataudella, T. P. Devereaux, C. Bernhard, K. W. Kim, and J. Zaanen, Charge dynamics of doped holes in high T_c cuprates - A clue from optical conductivity, arXiv:0804.0479 (experiment and theory; explanation for mid-infrared band in terms of correlations and electron-phonon coupling)
• A. Koitzsch, D. Inosov, J. Fink, M. Knupfer, H. Eschrig, S. V. Borisenko, G. Behr, A. Köhler, J. Werner, B. Büchner, R. Follath, and H. A. Düurr, Electronic structure of LaO_1-xF_xFeAs from Photoemission Spectroscopy, arXiv:0806.0833 (doping is seen to lead to significant spectral-weight transfer and Fe-d-like bands close to the Fermi energy are narrower than predicted by LDA)
• C. Liu, T. Kondo, M. Tillman, M. Tillman, G. D. Samolyuk, Y. Lee, C. Martin, J. L. McChesney, S. Bud'ko, M. Tanatar, E. Rotenberg, P. Canfield, R. Prozorov, B. Harmon, and A. Kaminski, Fermi surface and strong coupling superconductivity in single crystal NdFeAsO_1-xF_x, arXiv:0806.2147 (ARPES, see relatively flat bands below the Fermi energy and pseudogap behaviour)
• S. Margadonna, Y. Takabayashi, M. T. McDonald, M. Brunelli, G. Wu, R. H. Liu, X. H. Chen, and K. Prassides, Crystal structure and phase transitions across the metal-superconductor boundary in the SmFeAsO_1-xF_x (0 < x < 0.20) family, arXiv:0806.3962 (Structural transition is seen to persist into the superconducting range)
• H. Luetkens, H.-H. Klauss, M. Kraken, F. J. Litterst, T. Dellmann, R. Klingeler, C. Hess, R. Khasanov, A. Amato, C. Baines, J. Hamann-Borrero, N. Leps, A. Kondrat, G. Behr, J. Werner, and B. Büchner, The electronic phase diagram of the LaO_1-xF_xFeAs superconductor, arXiv:0806.3533, Nature Materials
• S. C. Riggs, J. B. Kemper, Y. Jo, Z. Stegen, L. Balicas, G. S. Boebinger, F. F. Balakirev, A. Migliori, H. Chen, R. H. Liu, and X. H. Chen, Log-T divergence and Insulator-to-Metal Crossover in the normal state resistivity of fluorine doped SmFeAsO_1-xF_x, arXiv:0806.4011 (logarithmic divergence of resistivity if superconductivity is suppressed by strong magnetic field, magnetoresistance is positive, effect is more pronounced in underdoped than in optimally doped sample)
• F.-C. Hsu, J.-Y. Luo, K.-W. Yeh, T.-K. Chen, T.-W. Huang, P. M. Wu, Y.-C. Lee, Y.-L. Huang, Y.-Y. Chu, D.-C. Yan, and M.-K. Wu, Superconductivity in the PbO-type Structure alpha-FeSe, arXiv:0807.2369 (superconductivity with T_c around 8K, requires Se deficiency)
• M. Shi, A. Bendounan, E. Razzoli, S. Rosenkranz, M. R. Norman, J. C. Campuzano, J. Chang, M. Mansson, Y. Sassa, T. Claesson, O. Tjernberg, L. Patthey, N. Momono, M. Oda, M. Ido, S. Guerrero, C. Mudry, and J. Mesot, Spectroscopic evidence for preformed Cooper pairs in the pseudogap phase of cuprates, arXiv:0810.0292 (ARPES, find Bogoliubov-type dispersion in the pseudogap phase, with a gap agreeing in size and angular dependence with the d-wave superconducting gap)
• M. A. McGuire, R. P. Hermann, A. S. Sefat, B. C. Sales, R. Jin, D. Mandrus, F. Grandjean, and G. J. Long, Influence of the rare-earth element on the effects of the structural and magnetic phase transitions in CeFeAsO, PrFeAsO, and NdFeAsO, arXiv:0811.0589
• C. Hess, A. Kondrat, A. Narduzzo, J. E. Hamann-Borrero, R. Klingeler, J. Werner, G. Behr, and B. Büchner, The intrinsic electronic phase diagram of iron-pnictide superconductors, arXiv:0811.1601
• F. Pfuner, J. G. Analytis, J.-H. Chu, I. R. Fisher, and L. Degiorgi, Charge dynamics of the spin-density-wave state in BaFe₂As₂, arXiv:0811.2195 (Optical conductivity, suggesting a partially ungapped Fermi surface and, caused by the partial gapping, reduced electronic scattering in the SDW phase)
• X. Zhang, Y. S. Oh, Y. Liu, L. Yan, K. H. Kim, R. L. Greene, and I. Takeuchi, Observation of the Josephson effect in Pb/(Ba,K)Fe₂As₂ single crystal junctions, arXiv:0812.3605 (suggesting s-wave pairing)
• W. L. Yang, A. P. Sorini, C-C. Chen, B. Moritz, W.-S. Lee, F. Vernay, P. Olalde-Velasco, J. D. Denlinger, B. Delley, J.-H. Chu, J. G. Analytis, I. R. Fisher, Z. A. Ren, J. Yang, W. Lu, Z. X. Zhao, J. van den Brink, Z. Hussain, Z.-X. Shen, and T. P. Devereaux, Evidence for weak electronic correlations in iron pnictides, Phys. Rev. B 80, 014508 (2009) (x-ray absorption and x-ray scattering accompanied by ab-initio and many-body theory, finding U of less than about 2eV and a Hund's rule coupling J of about 0.8 eV: intermediate coupling; changed relative to preprint); see also viewpoint: Z. Tesanovic, Are iron pnictides new cuprates?, Physics 2, 60 (2009)
• J. Meng, G. Liu, W. Zhang, L. Zhao, H. Liu, X. Jia, D. Mu, S. Liu, X. Dong, J. Zhang, W. Lu, G. Wang, Y. Zhou, Y. Zhu, X. Wang, Z. Xu, C. Chen, and X. J. Zhou, Coexistence of Fermi arcs and Fermi pockets in a high-T_c copper oxide superconductor, Nature 462, 335 (2009)
• A. Amato, R. Khasanov, H. Luetkens, and H.-H. Klauss, Probing the Ground State Properties of Iron-based Superconducting Pnictides and Related Systems by Muon-Spin Spectroscopy, arXiv:0901.3139
• V. Crespo, J. G. Rodrigo, H. Suderow, S. Vieira, D. Hinks, and I. K. Schuller, Evolution of the local superconducting density of states in ErRh₄B₄ close to the ferromagnetic transition, arXiv:0902.0308 (tunneling spectroscopy, ferromagnetic correlations in superconducting state)
• P. Vilmercati, A. Fedorov, I. Vobornik, Manju U., G. Panaccione, A. Goldoni, A. S. Sefat, M. A. McGuire, B. C. Sales, R. Jin, D. Mandrus, D. J. Singh, and N. Mannella, Evidence for Three-Dimensionality in the Fermi Surface Topology of Layered Electron Doped Ba(Fe_1-XCo_x)₂As₂ Iron Superconductors, arXiv:0902.0756 (ARPES)
• C. Bernhard, A. J. Drew, L. Schulz, V.K. Malik, M. Roessle, Ch. Niedermayer, Th. Wolf, G.D. Varma, G. Mu, H. H. Wen, H. Liu, G. Wu, and X.H. Chen, Muon spin rotation study of magnetism and superconductivity in BaFe_2-xCo_xAs₂ and Pr_1-xSr_xFeAsO, arXiv:0902.0859 (muSR, find static but disordered local magnetic fields in superconducting phase for the electron-doped system, and microscopic phase separation for the hole-doped system)
• V. V. Moshchalkov, M. Menghini, T. Nishio, Q. H. Chen, A. V. Silhanek, V. H. Dao, L. F. Chibotaru, and J. Karpinsky, Type-1.5 Superconductors, arXiv:0902.0997, Phys. Rev. Lett. (2009) (MgB₂ single crystals, which are type-1 and type-2 with respect to the two components of the order parameter, leading to novel vortex-lattice states, also contains simulations)
• S. Sanna, R. De Renzi, G. Lamura, C. Ferdeghini, A. Palenzona, M. Putti, M. Tropeano, and T. Shiroka, Magnetic-superconducting phase boundary of SmFeAsO_1-xF_x studied via muon spin rotation: Unified behavior in a pnictide family, arXiv:0902.2156
• D. H. Lu, M. Yi, S.-K. Mo, J. G. Analytis, J.-H. Chu, A. S. Erickson, D. J. Singh, Z. Hussain, T. H. Geballe, I. R. Fisher, and Z.-X. Shen, ARPES studies of the electronic structure of LaOFe(P,As), arXiv:0902.2503, Physica C (2009) (ARPES compared to LDA, agreement is quite good for P-compound but not for As-compound); M. Yi, D. H. Lu, J. G. Analytis, J.-H. Chu, S.-K. Mo, R.-H. He, X. J. Zhou, G. F. Chen, J. L. Luo, N. L. Wang, Z. Hussain, D. J. Singh, I. R. Fisher, and Z.-X. Shen, Electronic Structure of the BaFe₂As₂ Family of Iron Pnictides, arXiv:0902.2628 (only electron pockets, no hole pockets, reasonable agreement between ARPES and renormalized LDA results)
• I. Felner and Y. Kopelevich, Magnetization Measurement of a Possible High-Temperature Superconducting State in Amorphous Carbon Doped with Sulfur, arXiv:0902.4631 (superconductivity below 38 K, coexisting with ferromagnetism)
• L. Ortenzi, E. Cappelluti, L. Benfatto, and L. Pietronero, Fermi surface shrinking and interband coupling in iron-based pnictides, arXiv:0903.0315 (LaFePO, really not about superconducting compound, but relevant to it)
• S. Mukhopadhyay, S. Oh, A. M. Mounce, M. Lee, W. P. Halperin, N. Ni, S. L. Bud'ko, P. C. Canfield, A. P. Reyes, and P. L. Kuhns, Magnetic Impurities in the Pnictide Superconductor Ba_1-xK_xFe₂As₂, arXiv:0903.0674
• H. Ogino, Y. Matsumura, Y. Katsura, K. Ushiyama, S. Horii, K. Kishio, and J. Shimoyama, Superconductivity at 17K in Sr₄Sc₂Fe₂P₂O₆: new superconducting layered oxypnictides with thick perovskite oxide layer, arXiv:0903.3314
• D. Parshall, K. A. Lokshin, Jennifer Niedziela, A. D. Christianson, M. D. Lumsden, H. A. Mook, S. E. Nagler, M. A. McGuire, M. B. Stone, D. L. Abernathy, A. S. Sefat, B. C. Sales, D. G. Mandrus, and T. Egami, Spin Excitations in BaFe_1.84Co_0.16As₂Superconductor Observed by Inelastic Neutron Scattering, arXiv:0903.4621 (spin resonance peak, comparison to cuprates)
• A. de Visser, N. T. Huy, A. Gasparini, D. E. de Nijs, D. Andreica, C. Baines, and A. Amato, Muon spin rotation and relaxation in the superconducting ferromagnet UCoGe, arXiv:0904.0532 (coexistence of ferromagnetism and superconductivity)
• K. Ahilan, F. L. Ning, T. Imai, A. S. Sefat, M. A. McGuire, B. C. Sales, and D. Mandrus, The Electronic Phase Diagram of the Iron-based High Tc Superconductor Ba(Fe(1-x)Co(x))2As2 Under Hydrostatic Pressure (0 less than x less than 0.099), arXiv:0904.2215 (resistivity measurements, pressure effect on SDW [suppressed] and superconductivity in the underdoped regime [strongly enhanced])
• J. Meng, G. Liu, W. Zhang, L. Zhao, H. Liu, X. Jia, D. Mu, S. Liu, X. Dong, W. Lu, G. Wang, Y. Zhou, Y. Zhu, X. Wang, Z. Xu, C. Chen, and X. J. Zhou, Direct Observation of Fermi Pocket in High Temperature Cuprate Superconductors, arXiv:0906.2682 (ARPES, observe Fermi pockets, not ungapped arcs, in the pseudogap phase)
• M. A. Tanatar, J. P. Reid, H. Shakeripour, X. G. Luo, N. Doiron-Leyraud, N. Ni, S. L. Bud'ko, P. C. Canfield, R. Prozorov, and L. Taillefer, Doping Evolution of the Gap Structure in the Iron-Arsenide Superconductor Ba(Fe_1-xCo_x)₂As₂ via Heat Transport, arXiv:0907.1276 (gap is nearly isotropic in the underdoped regime and becomes highly anisotropic in the overdoped regime, but remains gapless)
• C. R. Rotundu, D. T. Keane, B. Freelon, S. D. Wilson, A. Kim, P. N. Valdivia, E. Bourret-Courchesne, and R. J. Birgeneau, Phase diagram of the PrFeAsO_1-xF_x superconductor, arXiv:0907.1308
• K. C. Kirshenbaum, S. R. Saha, N. P. Butch, J. D. Magill, and J. Paglione, Superconductivity in the Iron-Pnictide Parent Compound SrFe2As2, arXiv:0907.4141 (superconductivity in nominally undoped parent compound, is suppressed by annealing, but reappears after cold-working, thus apparently defect-induced)
• J. L. Tallon and J. G. Storey, Energy gaps in high-T_c superconductors: BCS after all?, arXiv:0908.4430 (reexamination of data, gap is found to scale with the mean-field T_c value, suggesting a BCS-type theory)
• L. Luan, O. M. Auslaender, T. M. Lippman, C. W. Hicks, B. Kalisky, J.-H. Chu, J. G. Analytis, I. R. Fisher, J. R. Kirtley, and K. A. Moler, Local measurement of the penetration depth in the pnictide superconductor Ba(Fe0.95Co0.05)2As, arXiv:0909.0744 (magnetic force microscopy, results consistent with two full gaps, superfluid density is found to be uniform)
• S. E. Sebastian, N. Harrison, M. M. Altarawneh, C. H. Mielke, R. Liang, D. A. Bonn, W. N. Hardy, and G. G. Lonzarich, Metal-insulator quantum critical point beneath the high T_c superconducting dome, arXiv:0910.2359 (YBCO, quantum oscillations in strong magnetic fields, find direct evidence for a metal-insulator QCP under the superconducting dome, but shifted to the underdoped side)
• J. E. Sonier, C. V. Kaiser, V. Pacradouni, S. A. Sabok-Sayr, C. Cochrane, D. E. MacLaughlin, S. Komiya, and N. E. Hussey, Emergence of a Novel Frozen Magnetic State in a Heavily Overdoped Non-Superconducting Copper Oxide, arXiv:0911.0407 (LSCO, a state with local moments tied to Sr-rich regions)
• S. A. J. Kimber, A. Kreyssig, Y.-Z. Zhang, H. O. Jeschke, R. Valenti, F. Yokaichiya, E. Colombier, J. Yan, T. C. Hansen, T. Chatterji, R. J. McQueeney, P. C. Canfield, A. I. Goldman, and D. N. Argyriou, Similarities between structural distortions under pressure and chemical doping in superconducting BaFe2As2, arXiv:0912.2376 (experiments and DFT calculations: effects of high pressure on lattice and electronic structure are similar to effects of doping, change in Fermi surface is likely more important for superconductivity than introduction of additional carriers with doping)
• S. R. Saha, T. Drye, K. Kirshenbaum, N. P. Butch, and J. Paglione, Superconductivity at 23 K in Pt-doped BaFe2As2 single crystals, arXiv:0912.2752 (Pt substituted for Fe, removes structural and SDW transitions, induces superconductivity at low temperatures)
• L. A. Wray, D. Hsieh, Y. Xia, S.-Y. Xu, D. Qian, G. F. Chen, J. L. Luo, N. L. Wang, and M. Z. Hasan, Observation of intertwined Fermi surface topology, orbital parity symmetries and electronic interactions in iron arsenide superconductors, arXiv:0912.5089 (ARPES on optimally doped 122 compound)
• T. Zhang, P. Cheng, W.-J. Li, Y.-J. Sun, G. Wang, X.-G. Zhu, K. He, L. Wang, X. Ma, X. Chen, Y. Wang, Y. Liu, H.-Q. Lin, J.-F. Jia, and Q.-K. Xue, Superconductivity in one-atomic-layer metal films grown on Si(111), Nature Phys. 6, 104 (2010) (Pb and In films)
• R. Daou, J. Chang, David LeBoeuf, O. Cyr-Choiniere, F. Laliberte, N. Doiron-Leyraud, B. J. Ramshaw, Ruixing Liang, D. A. Bonn, W. N. Hardy, and L. Taillefer, Broken rotational symmetry in the pseudogap phase of a high-Tc superconductor, Nature 463, 519 (2010)
• L. Li, Y. Wang, S. Komiya, S. Ono, Y. Ando, G. D. Gu, and N. P. Ong, Diamagnetism and Cooper pairing above T_c in cuprates, Phys. Rev. B 81, 054510 (2010), see also Viewpoint: S. A. Kivelson and E. H. Fradkin, Fluctuation diamagnetism in high-temperature superconductors, Physics 3, 15 (2010)
• T. Mertelj, P. Kusar, V. V. Kabanov, L. Stojchevska, N. D. Zhigadlo, S. Katrych, Z. Bukowski, J. Karpinski, and D. Mihailovic, Quasiparticle relaxation dynamics in spin-density-wave and superconducting SmFeAsO_1-xF_x single crystals, arXiv:1001.1047 (pump-probe experiments on undoped/SDW and doped/superconducing samples)
• N. Pascher, J. Deisenhofer, H.-A. Krug von Nidda, M. Hemmida, H. S. Jeevan, P. Gegenwart, and A. Loidl, Magnetic fluctuations and superconductivity in Fe pnictides probed by Electron Spin Resonance, arXiv:1001.1302 (Eu_0.5K_0.5Fe₂As₂)
• X. Zhu, F. Han, G. Mu, J. Tang, J. Ju, K. Tanigaki, and H.-H Wen, Superconductivity induced by doping Platinum in BaFe2As2, arXiv:1001.4913
• M. Eisterer, M. Zehetmayer, H. W. Weber, J. Jiang, J. D. Weiss, A. Yamamoto, E. E. Hellstrom, D. C. Larbalestier, N. D. Zhigadlo, and J. Karpinski, Disorder effects and current percolation in FeAs based superconductors, arXiv:1001.5386
• J. G. Analytis, J.-H. Chu, R. D. McDonald, S. C. Riggs, and I. R. Fisher, Enhanced Fermi surface nesting in superconducting BaFe₂(As_1-xP_x)₂ revealed by de Haas-van Alphen effect, arXiv:1002.1304
• T. Yamazaki, N. Takeshita, R. Kobayashi, H. Fukazawa, Y. Kohori, K. Kihou, C.-H. Lee, H. Kito, A. Iyo, and H. Eisaki, Extremely high sensitivity to uniaxial stress in pressure induced superconductivity of BaFe2As2, arXiv:1003.0913

Microscopic theory

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• M. R. Norman, M. Randeria, B. Janko, and J. C. Campuzano, Photoemission and the Origin of High Temperature Superconductivity, cond-mat/0003406, Physica C 341-348, 2063 (2000) (a few insightful remarks)
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• W. P. Su, Inhomogeneous D-Wave Superconductivity and Antiferromagnetism in a Two-Dimensional Extended Hubbard Model with Nearest-Neighbor Attractive Interaction, cond-mat/0604400 (mean-field solution, with weak disorder potential)
• D. J. Singh, On kinetic energy stabilized superconductivity in cuprates, cond-mat/0607175 (lucid discussion of superconductivity in the t-J model due to reduction of kinetic energy and how this idea violates the virial theorem)
• C. M. Varma and L. Zhu, The Shrinking "Fermi-Arc" in Cuprates, cond-mat/0607777 (short paper)
• D. C. Mattis, Stripes in Microscopic Theory of High-T_c Superconductivity, cond-mat/0608277
• P. W. Anderson, Do We Need (or Want) a Bosonic Glue to Pair Electrons in High T_c Superconductors?, cond-mat/0609040 (short but illuminating discussion of why low-energy bosonic modes are not the important issue)
• W. A. Atkinson, Superfluid Suppression in d-Wave Superconductors due to Disordered Magnetism, cond-mat/0610041 (mean-field theory)
• V. Aji and C. M. Varma, Theory of the Quantum Critical Fluctuations in Cuprates, cond-mat/0610646 (critical properties related to time-reversal and inversion symmetry breaking order parameter postulated for the pseudogap regime of cuprates)
• Y. Sun, M. Guidry, and C.-L. Wu, k-dependent SU(4) model of high-temperature superconductivity and its coherent-state solutions, arXiv:0705.0818; M. Guidry, Y. Sun, and C.-L. Wu, The Origin of Fermi Arcs in Underdoped High-Temperature Superconductors, arXiv:0705.0822
• Z. Tesanovic, Emergence of Cooper pairs, d-wave duality and the phase diagram of cuprate superconductors, arXiv:0705.3836
• S. Huefner, M. A. Hossain, A. Damascelli, and G. A. Sawatzky, Two Gaps Make a High Temperature Superconductor, arXiv:0706.4282 (extensive analysis of existing experimental data)
• T. Aimi and M. Imada, Does Simple Two-Dimensional Hubbard Model Account for High-Tc Superconductivity in Copper Oxides?, arXiv:0708.3416 (they say "no")
• P. W. Anderson, Hidden Fermi Liquid: The Secret of High T_c Cuprates, arXiv:0709.0656
• J. Wu, P. Phillips, and A. H. Castro-Neto, Theory of the Magnetic Moment in Iron Pnictides, Phys. Rev. Lett. 101, 126401 (2008)
• A. V. Chubukov, D. Efremov, and I. Eremin, Magnetism, superconductivity, and pairing symmetry in iron-based superconductors, Phys. Rev. B 78, 134512 (2008)
• G. Alvarez and E. Dagotto, Fermi Arcs in the Superconducting Clustered State for Underdoped Cuprates, arXiv:0802.3394 (Monte Carlo simulations, with disorder)
• V. Cvetkovic and Z. Tesanovic, Multiband magnetism and superconductivity in Fe-based compounds, arXiv:0804.4678, EPL 85, 37002 (2009)
• O. Dutta and A. Lebed, Cooper Pairs with Broken Time-Reversal, Parity, and Spin-Rotational Symmetries in Singlet Type-II Superconductors, arXiv:0805.1749, Phys. Rev. Lett. (for a singlet superconductor, a triplet component appears in the order parameter above H_c1)
• T. Morinari, Pseudogap and short-range antiferromagnetic correlation controlled Fermi surface in underdoped cuprates: From Fermi arc to electron pocket, arXiv:0805.1977
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• Y. Ran, F. Wang, H. Zhai, A. Vishwanath, and D.-H. Lee, Nodal Spin Density Wave and band topology in a simplified model of the FeAs based materials, arXiv:0805.3535
• P. Wachter, Cu, Pu and Fe high Tc superconductors: all the same mechanism!, arXiv:0806.0900
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• D. Eichenberger and D. Baeriswyl, Superconductivity in the 2D Hubbard model: Electron doping is different, arXiv:0808.0433
• A. Mitra, Dissipative and nonequilibrium effects near a superconductor-metal quantum critical point, arXiv:0808.0942 (2D electron gas with attractive interaction, with tunneling to a normal-metallic substrate, which acts as a particle and energy bath; an electric field is applied parallel to the 2D layer; Keldysh formalism)
• G. A. Sawatzky, I. S. Elfimov, J. van den Brink, and J. Zaanen, Heavy anion solvation of polarity fluctuations in Pnictides, arXiv:0808.1390
• O. P. Sushkov, Why phase diagrams of different underdoped cuprates are remarkably different? Disorder versus bilayer, arXiv:0808.2094 (LSCO vs. YBCO)
• V. Stanev, J. Kang, and Z. Tesanovic, Spin Fluctuation Dynamics and Multiband Superconductivity in Iron Pnictides, arXiv:0809.0014
• Y. Senga and H. Kontani, Impurity Effects in Sign Reversing Fully-Gapped Superconductors: Analysis of FeAs Superconductors, arXiv:0809.0374 (extended s-wave picture is found to account for the robustness against impurity doping)
• Q. Han and Z. D. Wang, Impurity states in antiferromagnetic Iron Arsenides, arXiv:0809.0795
• E. Berg, E. Fradkin, and S. A. Kivelson, The striped superconductor, arXiv:0810.1564
• M. S. Laad, L. Craco, S. Leoni, and H. Rosner, Mottness underpins the anomalous optical response of Iron Pnictides, arXiv:0810.1607 (LDA+DMFT, mostly for parent compounds with unbroken symmetry)
• H. Ikeda, Pseudogap and Superconductivity in Iron-Based Layered Superconductor studied by Fluctuation-Exchange Approximation, arXiv:0810.1828
• G. S. Unrig, M. Holt, J. Oitmaa, O. P. Sushkov, and R. R. P. Singh, Self-consistent spin-wave theory for the magnetic excitations in pnictides, arXiv:0810.3068
• M. Berciu, I. Elfimov, and G. A. Sawatzky, Electronic polarons and bipolarons in Fe-based superconductors: a pairing mechanism, arXiv:0811.0214
• H. Aoki, Unconventional superconductivity originating from disconnected Fermi surfaces in the iron-based compound, arXiv:0811.1656 (tight-binding model based on LDA band structure, finding the generally accepted Fermi surface, RPA calculation of spin susceptibility)
• J. Linder and A. Sudbø, Theory of Andreev reflection in junctions with iron-based High-$T_c$ superconductors, arXiv:0811.1775 (using the alternative unfolded large Brillouin zone with hole pockets at corner)
• F. Krüger, S. Kumar, J. Zaanen, and J. van den Brink, Spin-orbital frustrations and anomalous metallic state in iron-pnictide superconductors, arXiv:0811.4104
• S.-P. Kou, T. Li, and Z.-Y. Weng, Coupled Local Moments and Itinerant Electrons in Iron-Based Superconductors, arXiv:0811.4111 (an alternative picture of the SDW phase based on the coexistence of local moments and itinerant carriers)
• W.-F. Tsai, D.-X. Yao, B. A. Bernevig, and J.-P. Hu, Novel properties in Josephson junctions involving the cos(kx)cos(ky)-pairing state in iron-pnictides, arXiv:0812.0661
• Z. Hao and A. V. Chubukov, Magnetic resonance in the cuprates - exciton, plasmon, or pi-mode, arXiv:0812.2697 (show that the presence of a resonance peak in the spin susceptibility does not imply that the pairing interaction is magnetic in origin)
• A. Hackl and M. Vojta, Pressure-induced magnetic transition and volume collapse in FeAs superconductors: An orbital-selective Mott scenario, arXiv:0812.3394
• L. Boeri, O. V. Dolgov, and A. A. Golubov, Electron-Phonon Properties of Pnictide Superconductors, arXiv:0902.0288 (standard phonon-mediated interaction cannot explain high T_c)
• L. Fanfarillo, L. Benfatto, S. Caprara, C. Castellani, and M. Grilli, Fluctuation conductivity from interband pairing in pnictides, arXiv:0902.0303
• D. A. Tompsett and G. G. Lonzarich, CaFe₂As₂: a Springboard to Investigating Fe-Pnictide Superconductivity, arXiv:0902.4859 (LSDA)
• S. Sykora and K. W. Becker, Microscopic approach to high-temperature superconductors: Pseudogap phase, arXiv:0903.0921; Microscopic approach to high-temperature superconductors: Superconducting phase, arXiv:0903.0925
• L. Craco and M. S. Laad, Theory of Magnetic Fluctuations in Iron Pnictides, arXiv:0903.1568 (in the superconducting phase)
• C. Platt, C. Honerkamp, and W. Hanke, Pairing in the iron arsenides: a functional RG treatment, arXiv:0903.1963
• J. A. Wilson, A different explanation of energy-resolved scanning tunnelling results from (Ca_2-xNa_x)CuO₂Cl₂ than that suggested by Hanaguri et al (2009), arXiv:0903.3549
• J. Zhang, R. Sknepnek, R. M. Fernandes, and J. Schmalian, Orbital coupling and superconductivity in the iron pnictides, arXiv:0903.4473 (FLEX, finding s_+/- order)
• T. A. Maier, S. Graser, D. J. Scalapino, and P. J. Hirschfeld, Origin of Gap Anisotropy in Spin Fluctuation Models of the Fe-pnictides, arXiv:0903.5216
• H. Zhai, F. Wang, and D.-H. Lee, Antiferromagnetically Driven Electronic Correlation in Iron Pnicitdes and Cuprates, arXiv:0905.1711 (functional renormalization group)
• H. Eschrig and K. Koepernik, Tight-binding models for the new iron based superconductor materials, arXiv:0905.4844
• R. Thomale, C. Platt, J. Hu, C. Honerkamp, and B. A. Bernevig, Doping-dependent pairing symmetry in the Iron-Pnictides, arXiv:0906.4475
• J.-P. Ismer, I. Eremin, E. Rossi, D. K. Morr, and G. Blumberg, Multiband Superconductivity in Spin Density Wave Metals, arXiv:0907.1296 (see also the following paper by Parker et al.)
• D. Parker, M. G. Vavilov, A. V. Chubukov, and I. I. Mazin, Coexistence of superconductivity and a spin density wave in pnictides: Gap symmetry and nodal lines, arXiv:0907.2826
• J. Zaanen, The specific heat jump at the superconducting transition and the quantum critical nature of the normal state of Pnictide superconductors, arXiv:0908.0033
• K.-W. Lee and W. E. Pickett, Sr₂VO₃FeAs: A New Paradigm for Fe-Pnictide Superconductors, arXiv:0908.2698 (DFT calculations not for superconducting phase but important for its understanding, this material is quite different from the other pnictides)
• R. Arita and H. Ikeda, Is Fermi-surface nesting the origin of superconductivity in iron pnictides?: A fluctuation-exchange-approximation study, arXiv:0909.1413, J. Phys. Soc. Jpn. 78 (11) (2009)
• M. A. N. Araujo and P. D. Sacramento, Theory of Andreev reflection in a two-orbital model of iron-pnictide superconductors, arXiv:0909.2826
• I.I. Mazin, Is Sr2VO3FeAs a New Paradigm for Fe-based Superconductors?, arXiv:0909.5174 (despite its complicated Fermi surface, this material is said to fall into the same class as the other iron pnictides)
• M. Khodas and A.M. Tsvelik, Influence of thermal phase fluctuations on the single particle Green function in a 2D d-wave superconductor, arXiv:0910.3967
• A. Akbari, I. Eremin, and P. Thalmeier, Magnetic impurity resonance states and symmetry of the superconducting order parameter in iron-based superconductors, arXiv:0911.3738
• V. Stanev and Z. Tesanovic, Three-band superconductivity and time-reversal symmetry breaking order parameter, arXiv:0912.5214 (related to pnictides)
• R. S. Markiewicz, T. Das, S. Basak, and A. Bansil, Intermediate coupling model of cuprates: adding fluctuations to a weak coupling model of pseudogap and superconductuctivity competition, arXiv:1002.0106
• S. Raghu, S. A. Kivelson, and D. J. Scalapino, Superconductivity in the repulsive Hubbard model: an asymptotically exact weak-coupling solution, arXiv:1002.0591
• M. Combescot and G. Zhu, Coboson Derivation of Richardson's Equations for Cooper pairs, arXiv:1002.1182
• A. M. Tsvelik and F. H. L. Essler, Effects of thermal phase fluctuations in a 2D superconductor: an exact result for the spectral function, arXiv:1002.3046
• X. Wang, M. Daghofer, A. Nicholson, A. Moreo, M. Guidry, and E. Dagotto, Constraints Imposed by Symmetry on Pairing Operators for the Pnictides, arXiv:1002.4335
• P. Ghaemi and A. Vishwanath, Coexistence of superconductivity and a spin-density wave in pnictide superconductors: Effect of transverse Zeeman field, arXiv:1002.4638
• S. Graser, A. F. Kemper, T. A. Maier, H.-P. Cheng, P. J. Hirschfeld, and D. J. Scalapino, Spin fluctuations and superconductivity in a 3D tight-binding model for BaFe2As2, arXiv:1003.0133
• H. Wadati, I. Elfimov, and G. A. Sawatzky, Where Are the Extra d Electrons in Transition-Metal Substituted Fe Pnictides?, arXiv:1003.2663 (based on DFT)
• A. F. Kemper, T. A. Maier, S. Graser, H.-P. Cheng, P. J. Hirschfeld, and D. J. Scalapino, Sensitivity of the superconducting state and magnetic susceptibility to key aspects of electronic structure in ferropnictides, arXiv:1003.2777

See also: Mott antiferromagnets

Phenomenological and semiclassical theory

• S. Barabash, D. Stroud, and I.-J. Hwang, Conductivity due to classical phase fluctuations in a model for high-T_c superconductors, Phys. Rev. B 61, R14924 (2000)
• P. Nikolic and S. Sachdev, Effective action for vortex dynamics in clean d-wave superconductors, cond-mat/0511298 (long paper)
• K. Langfeld, D. Doenitz, R. Kleiner, and D. Koelle, 1/f noise from vortex-antivortex annihilation, cond-mat/0511637 (thin films, ideas related to QCD)
• J. Dietel and H. Kleinert, Defect induced melting of vortices in high-T_c superconductors: A model based on continuum elasticity theory, Phys. Rev. B 74, 024515 (2006)
• Q. Li, D. Belitz, and T. R. Kirkpatrick, Nearly Ferromagnetic Superconductors, cond-mat/0606090
• Q. Li, J. Toner, and D. Belitz, How to tell skyrmions from vortices: Elasticity and melting of skyrmion flux lattices in p-wave superconductors, cond-mat/0607391
• A. M. Tsvelik and A. V. Chubukov, Phenomenological theory of the underdoped phase of a high-T_c superconductor, cond-mat/0610181
• V. G. Kogan, Interaction of vortices in thin superconducting films and Berezinskii-Kosterlitz-Thouless transition, cond-mat/0611187
• Y. L. Loh and E. W. Carlson, Using Inhomogeneity to Raise Superconducting Critical Temperatures, cond-mat/0611719 (2D XY model)
• D. Podolsky, S. Raghu, and A. Vishwanath, Nernst effect and diamagnetism in phase fluctuating superconductors, cond-mat/0612096
• P. W. Anderson, Physics of the Pseudogap II: Dynamics, Incompressibility, and Fermi Arcs as Motional Narrowing, cond-mat/0701042 (vortex physics in cuprates)
• N. Hayashi, C. Iniotakis, M. Machida, and M. Sigrist, Josephson Effect between Conventional and Rashba Superconductors, arXiv:0711.3241 (one superconductor has strong Rashba spin-orbit coupling)
• J. Linder, M. Zareyan, and A. Sudbø, Proximity effect in ferromagnet/superconductor hybrids: from diffusive to ballistic motion, arXiv:0901.3363 (quasiclassical approach, full range from clean to dirty limit)
• E. Babaev, J Jäykkä, and M. Speight, Magnetic field delocalization and flux inversion in fractional vortices in two-component superconductors, arXiv:0903.3339
• E. H. Brandt, Vortex-vortex interaction in thin superconducting films, arXiv:0904.1436 (Pearl vortices)
• A. Mihlin and A. Auerbach, Temperature Dependence Of Cuprate Superconductors' Order Parameter, arXiv:0907.4768
• J. C. Y. Teo and C. L. Kane, Majorana Fermions and Non-Abelian Statistics in Three Dimensions, arXiv:0909.4741
• M. C. N. Fiolhais, H. Essen, and C. Providencia, Minimum magnetic energy theorem predicts Meissner effect in perfect conductors, arXiv:0912.1579 (claim that the Meissner effect is a consequence of vanishing resistivity and not an additional property of superconductors)
• M. G. Vavilov, A. V. Chubukov, and A. B. Vorontsov, Coexistence between superconducting and spin density wave states in iron-based superconductors: Ginzburg-Landau analysis, arXiv:0912.3556
• A. Erez and Y. Meir, Thermal Phase Transition in Two-Dimensional Disordered Superconductors: Kosterlitz-Thouless vs Percolation, arXiv:1002.3645 (show that the BKT transition and the percolation transition are dual descriptions)

Other superfluids and supersolids

• P. W. Anderson, A Gross-Pitaevskii Treatment for Supersolid He, arXiv:0812.4961 (explains supersolid in terms of a superfluid of vacancies, argues that the ground state of every pure bosonic solid is a supersolid)

Graphene and related systems

• D. V. Khveshchenko, Ghost Excitonic Insulator Transition in Layered Graphite, Phys. Rev. Lett. 87, 246802 (2001)
• A. Cortijo and M. A. H. Vozmediano, A cosmological model for corrugated graphene sheets, cond-mat/0612623 (discusses topological defects in the hexagonal graphene lattice and their effect on electronic properties)
• J. C. Meyer, A. K. Geim, M. I. Katsnelson, K. S. Novoselov, T. J. Booth, and S. Roth, The structure of suspended graphene sheets, cond-mat/0701379
• R. Jackiw and S.-Y. Pi, Chiral Gauge Theory for Graphene, cond-mat/0701760
• E. Mariani, L. I. Glazman, A. Kamenev, and F. von Oppen, Zero-bias anomaly in the tunneling density of states of graphene, cond-mat/0702019 (effect of impurities, introduce disorder potential and fictitious gauge field)
• J. C. Meyer, A. K. Geim, M. I. Katsnelson, K. S. Novoselov, D. Obergfell, S. Roth, C. Girit, and A. Zettl, On the roughness of single- and bi-layer graphene membranes, cond-mat/0703033 (experimental study of roughness of graphene)
• M. I. Katsnelson and K. S. Novoselov, Graphene: new bridge between condensed matter physics and quantum electrodynamics, cond-mat/0703374 (how insight from QED carries over to graphene)
• V. V. Cheianov, V. I. Falko, B. L. Altshuler, and I. L. Aleiner, Random resistor network model of minimal conductivity in graphene, arXiv:0706.2968
• V. P. Gusynin, S. G. Sharapov, and J. P. Carbotte, AC conductivity of graphene: from tight-binding model to 2+1-dimensional quantum electrodynamics, arXiv:0706.3016
• I. L. Aleiner, D. E. Kharzeev, and A. M. Tsvelik, Spontaneous symmetry breakings in graphene subjected to in-plane magnetic field, arXiv:0708.0394
• A. V. Shytov, M. I. Katsnelson, and L. S. Levitov, Atomic Collapse and Quasi-Rydberg States in Graphene, arXiv:0708.0837
• T. Grover and T. Senthil, Topological spin Hall states, charged skyrmions, and superconductivity in two dimensions, arXiv:0801.2130 (transition between spin-Hall insulator and superconductor due to Skyrmion condensation, not really about graphene, but does discuss half-filled honeycomb lattice)
• R. R. Nair, P. Blake, A. N. Grigorenko, K. S. Novoselov, T. J. Booth, T. Stauber, N. M. R. Peres, and A. K. Geim, Universal Dynamic Conductivity and Quantized Visible Opacity of Suspended Graphene, arXiv:0803.3718 (experimental and theoretical work showing that the optical absorption coefficient of a single graphene layer is given by pi times the fine-structure constant [2.3%])
• M. Polini, A. Tomadin, R. Asgari, and A. H. MacDonald, Density-Functional Theory of Graphene Sheets, arXiv:0803.4150
• R. Winkler and U. Z\ülicke, Trigonal Band Structure and Time-Reversal Invariance in Graphene, arXiv:0807.4204
• J. E. Drut and T. A. Lähde, Lattice field theory simulations of graphene, Phys. Rev. B 79, 165425 (2009); see also A. H. Castro Neto, Viewpoint: Pauling’s dreams for graphene, Physics 2, 30 (2009) (note that the effective fine structure constant in graphene is of the order of one and freestanding graphene is suggested to be a Mott insulator due to the strong Coulomb interaction)
• M. Yu. Kharitonov and K. B. Efetov, Excitonic condensation in a double-layer graphene system, arXiv:0903.4445
• J. Kailasvuori, Pedestrian index theorem a la Aharonov-Casher for bulk threshold modes in corrugated multilayer graphene, arXiv:0904.3807
• F. von Oppen, F. Guinea, and E. Mariani, Synthetic electric fields and phonon damping in carbon nanotubes and graphene, arXiv:0904.4660
• D. E. Sheehy and J. Schmalian, Why is the optical transparency of graphene determined by the fine structure constant?, arXiv:0906.5164
• O. V. Gamayun, E. V. Gorbar, and V. P. Gusynin, Supercritical Coulomb center and excitonic instability in graphene, arXiv:0907.5409
• R. Winkler and U. Zülicke, Time Reversal of a Pseudospin: General Properties and Application to Graphene, arXiv:0909.2169 (the sublattice-pseudospin in graphene differs from a real spin in its properties under time reserval, this has consequences for weak localization)

For quantum Hall effects in graphene see Quantum Hall effects, for magnetism in graphene see Magnetism

Other disordered systems

• J. P. Straley, Critical exponents for the conductivity of random resistor lattices, Phys. Rev. B 15, 5733 (1977)
• A. B. Harris and R. Fisch, Critical Behavior of Random Resistor Networks, Phys. Rev. Lett. 38, 796 (1977)
• S. Torquato and F. H. Stillinger, Exactly Solvable Disordered Sphere-Packing Model in Arbitrary-Dimension Euclidean Spaces, cond-mat/0603316, Phys. Rev. E (among other results conjecture that the densest packings in high dimensions may be disordered)
• J. Brndiar and P. Markos, Universality of the metal-insulator transition in three-dimensional disordered systems, cond-mat/0606056
• P. B. Chakraborty, P. J. H. Denteneer, and R. T. Scalettar, Determinant Quantum Monte Carlo Study of the Screening of the One Body Potential near a Metal-Insulator Transition, cond-mat/0609717 (2D Hubbard model with random site disorder)
• S. Redner, Fractal and Multifractal Scaling of Electrical Conduction in Random Resistor Networks, arXiv:0710.1105
• M. Schechter and P. C. E. Stamp, Low temperature universality in disordered solids, arXiv:0910.1283 (argue that strong disorder and specifically symmetric tunneling states are responsible for universal elastic properties)

Other condensed matter

• L. Fu and C. L. Kane, Topological Insulators with Inversion Symmetry, cond-mat/0611341 (long paper containing introduction to topological insulators, also predictions for specific compounds)
• A. M. Essin and J. E. Moore, Topological insulators beyond the Brillouin zone via Chern parity, arXiv:0705.0172
• J.-H. She, D. Sadri, and J. Zaanen, Statistics, Condensation and the Anderson-Higgs Mechanism: The Worldline Path Integral View, arXiv:0807.1279 (showing that the Anderson-Higgs mechanism does not work for charged [unpaired] fermions)
• K. G. Libbrecht, Crystal Growth in the Presence of Surface Melting and Impurities: An Explanation of Snow Crystal Growth Morphologies, arXiv:0810.0689
• Z. Wang, F. Gao, N. Li, N. Qu, H. Gou, and X. Hao, Density functional theory study of hexagonal carbon phases, J. Phys.: Condens. Matter 21, 235401 (2009) (predicting hardless exceeding that of cubic diamond)
• X.-L. Qi, T. L. Hughes, and S.-C. Zhang, Topological field theory of time-reversal invariant insulators, Phys. Rev. B 78, 195424 (2008) (long paper, exploring axion-like term in the electrodynamic equations for interfaces between topological and ordinary insulators), see also M. Franz, High-energy physics in a new guise, Physics 1, 36 (2008), and F. Wilczek, Journal Club, Nature 458, 129 (2009)
• Y. Zhang, Y. Ran, and A. Vishwanath, Topological insulators in three dimensions from spontaneous symmetry breaking, arXiv:0904.0690 (main idea: spontaneously generated spin-orbit interactions)
• M. Lazar, The gauge theory of dislocations: a uniformly moving screw dislocation, arXiv:0904.4578, Proc. Royal Soc. A
• A. P. Schnyder, S. Ryu, A. Furusaki, and A. W. W. Ludwig, Classification of Topological Insulators and Superconductors, arXiv:0905.2029
• C. G. Salzmann, P. G. Radaelli, E. Mayer, and J. L. Finney, Ice XV: a new thermodynamically stable phase of ice, arXiv:0906.2489 (includes up-to-date phase diagram of ice)
• T. Zhang, P. Cheng, X. Chen, J.-F. Jia, X. Ma, K. He, L. Wang, H. Zhang, X. Dai, Z. Fang, X. Xie, and Q.-K. Xue, Experimental demonstration of the topological surface states protected by the time-reversal symmetry, arXiv:0908.4136 (STM)
• E. Bekaroglu, M. Topsakal, S. Cahangirov, and S. Ciraci, First-principles study of defects and adatoms in silicon carbide honeycomb structures, Phys. Rev. B 81, 075433 (2010) (including various vacancy and double C-Si antisite defects; material not synthesized yet)

Chemical and molecular physics (not transport)

• M. R. Pederson and A. A. Quong, Polarizabilities, charge states, and vibrational modes of isolated fullerene molecules, Phys. Rev. B 46, 13584 (1992) (DFT, Jahn-Teller effect not included)
• E. Tosatti, N. Manini, and O. Gunnarsson, Surprises in the orbital magnetic moment and g factor of the dynamic Jahn-Teller ion C₆₀^-, Phys. Rev. B 54, 17184 (1996) (explains why the orbital moment of charged C₆₀ is quenched)
• Y. Ni, R. R. Puthenkovilakom, and Q. Huo, Synthesis and Supramolecular Self-Assembly Study of a Novel Porphyrin Molecule in Langmuir and Langmuir-Blodgett Films, Langmuir 20, 2765 (2004) ("For example, transition-metal complexes of porphyrins are well-known paramagnetic materials. It has been reported that such paramagnetic materials may become ferro- or ferrimagnetic due to a strong metal-metal coupling when aligned in ordered structures." Potential for spintronics)
• C. P. Massen and J. P. K. Doye, Power-law distributions for the areas of the basins of attraction on a potential energy landscape, cond-mat/0509185 (high-dimensional potential landscapes, fractal basins of attraction)
• C. T. Chang, J. P. Sethna, A. N. Pasupathy, J. Park, D. C. Ralph, and P. L. McEuen, Phonons in Molecular Quantum Dots: Density Functional Calculation of Franck-Condon Emission Rates in External Fields, cond-mat/0605671
• M. J. Comstock, N. Levy, A. Kirakosian, J. Cho, F. Lauterwasser, J. H. Harvey, D. A. Strubbe, J. M. J. Frechet, D. Trauner, S. G. Louie, and M. F. Crommie, Reversible Photomechanical Switching of Individual Engineered Molecules at a Surface, cond-mat/0612202 (using azobenzene derivates)
• R. F. Sabirianov, W. N. Mei, J. Lu, Y. Gao, X. C. Zeng, R. D. Bolskar, P. Jeppson, N. Wu, A. N. Caruso, and P. A. Dowben, Correlation effects and electronic structure of Gd@C₆₀, J. Phys.: Condens. Matter 19, 082201 (2007) (experiment and DFT)
• T. Körzdörfer, M. Mundt, and S. Kümmel, Electrical response of molecular systems: the power of self-interaction corrected Kohn-Sham theory, arXiv:0708.28