Quantum theory of the solid state
This new edition presents a comprehensive, up-to-date survey of the concepts and methods in contemporary condensed matter physics, emphasizing topics that can be treated by quantum mechanical methods. The book features tutorial discussions of a number of current research topics. Also included are updated treatments of topics that have developed significantly within the past several years, such as superconductivity, magnetic impurities in metals, methods for electronic structure calculations, magnetic ordering in insulators and metals, and linear response theory. Advanced level graduate students and practicing condensed matter physicists will use the second edition of Quantum Theory of the Solid State as an important source of information. n Renormalization group theory n Integer and fractional quantum Hall effect n Transport in mesoscopic systems, and n Numerical methods in many-body theory
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absorption approximation assumed atomic average axis band structure Bloch functions Boltzmann equation Brillouin zone calculation coefficients conductivity consider constant contains contribution crystal cubic defined degeneracy denoted density dependence described determined diagonal diagrams dielectric function discussed effective mass eigenvalues electric field electron energy band evaluated exponential expression external field factor Fermi energy Fermi surface ferromagnetic finite Fourier frequency given Green's function Hamiltonian Hartree-Fock impurity integral interaction introduce involving irreducible representations Landau levels linear magnetic field matrix element metal momentum normal obtained operator orbit parameter particle perturbation theory phonon Phys plane wave potential problem quantity quantum reciprocal lattice vector relation result scattering Schrodinger equation Section semiconductors simple single single-particle solid solution specific heat spin wave superconductivity suppose symmetry temperature term theorem thermal tion transformation transition unit cell vanishes Wannier functions wave function wave vector zero