Description
Book SynopsisModern Condensed Matter Physics brings together the most important advances in the field of recent decades. It provides instructors teaching graduate-level condensed matter courses with a comprehensive and in-depth textbook that will prepare graduate students for research or further study as well as reading more advanced and specialized books and research literature in the field. This textbook covers the basics of crystalline solids as well as analogous optical lattices and photonic crystals, while discussing cutting-edge topics such as disordered systems, mesoscopic systems, many-body systems, quantum magnetism, BoseEinstein condensates, quantum entanglement, and superconducting quantum bits. Students are provided with the appropriate mathematical background to understand the topological concepts that have been permeating the field, together with numerous physical examples ranging from the fractional quantum Hall effect to topological insulators, the toric code, and majorana fermions. Exercises, commentary boxes, and appendices afford guidance and feedback for beginners and experts alike.
Trade Review'Finally, an excellent introductory graduate text for the modern era of quantum condensed matter physics! Girvin and Yang deftly describe the transformative advances in the field, highlighting the close connection between theory and experiment. Highly recommended to all, from physics students to researchers seeking to reset their foundations.' Subir Sachdev, Harvard University, Massachusetts
'This book is a milestone for condensed matter physics that covers the field from Bragg scattering to superconductivity and topology of the electronic band structure with clarity and depth. It is an inspiring text and a reference for anyone in the field.' Richard Martin, University of Illinois
Table of ContentsPreface; Acknowledgements; 1. Overview of condensed matter physics; 2. Spatial structure; 3 Lattices and symmetries; 4. Neutron scattering; 5. Dynamics of lattice vibrations; 6. Quantum theory of harmonic crystals; 7. Electronic structure of crystals; 8. Semiclassical transport theory; 9. Semiconductors; 10. Non-local transport in mesoscopic systems; 11. Anderson localization; 12. Integer quantum Hall effect; 13. Topology and Berry phase; 14. Topological insulators and semimetals; 15. Interacting electrons; 16. Fractional quantum Hall effect; 17. Magnetism; 18. Bose–Einstein condensation and superuidity; 19. Superconductivity: basic phenomena and phenomenological theories; 20. Microscopic theory of superconductivity; Appendix A. Linear response theory; Appendix B. The Poisson summation formula; Appendix C. Tunneling and scanning tunneling microscopy; Appendix D. Brief primer on topology; Appendix E. Scattering matrices, unitarity and reciprocity; Appendix F. Quantum entanglement in condensed matter physics; Appendix G. Linear reponse and noise in electrical circuits; Appendix H. Functional differentiation; Appendix I. Low-energy effective hamiltonians; Appendix J. Introduction to second quantization; Bibliography; Index.
