| Document Type
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BL
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| Record Number
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703964
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| Doc. No
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b526153
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| Uniform Title
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Vielteilchentheorie.English
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| Main Entry
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Gross, E. K. U., (Eberhard K. U.),1953-
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| Title & Author
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Many-particle theory /\ E.K.U. Gross, E. Runge, O. Heinonen
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| Publication Statement
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Bristol ;Philadelphia :: A. Hilger,, [1991]
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, ©1991
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| Page. NO
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ix, 433 pages :: illustrations ;; 24 cm
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| ISBN
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0750300728
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: 0750301554
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: 9780750300728
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: 9780750301558
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| Notes
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Translation of: Vielteilchentheorie
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| Bibliographies/Indexes
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Includes bibliographical references (pages 425-428) and index
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| Contents
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Perturbation theory at finite temperatures -- Fermi liquid theory -- Introduction -- Equilibrium properties -- Transport equation and collective modes -- Microscopic derivation of the Landau Fermi liquid theory -- Application to the Kondo problem
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Systems of identical particles -- Second quantization for fermions -- Second quantization for bosons -- Unitary transformations and field operators -- Example: the Hamiltonian of translationally invariant systems in second quantization -- Density operators -- The Hartree-Fock approximation and the symmetry dilemma -- Hartree-Fock for translationally invariant systems -- The homogeneous electron gas in the Hartree-Fock approximation -- Long-range correlations in the electron-gas: plasmons -- Phonons -- Superconductivity -- Pictures -- The single-particle Green's function -- The polarization propagator, the two particle Green's function and the hierarchy of equations of motion -- Time-independent perturbation theory -- Time-dependent pertutrbation theory with adiabatic turning-on of the interaction -- Particle and hole operators and Wick's theorem -- Feynman diagrams -- Diagrammatic calculation of the vacuum amplitude -- An example: the Gell-Mann-Brueckner correlation energy of a dense electron gas -- Diagrammatic analysis of the Green's function -- Self-consistent pertubation theory, an advanced perspective on Hartree-Fock theory -- The quasi-particle concept -- Diagrammatic calculation of the two-particle Green's function and the polarization propagator -- Effective interaction and the dressed vertices, an advance perspective on plasmons
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| Subject
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Density functionals
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Fermi liquid theory
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Fermions
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Hartree-Fock approximation
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Many-body problem
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Perturbation (Quantum dynamics)
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Fermions
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Fonctionnelles densité
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Hartree-Fock, Méthode d'approximation
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Perturbation (Mécanique quantique)
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Problème des N corps
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| Dewey Classification
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530.1/44
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| LC Classification
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QC174.17.P7G7613 1991
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| Added Entry
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Heinonen, O
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Runge, E
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