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Feynman diagram techniques in condensed matter physics

紀錄類型:	書目-語言資料,印刷品 : Monograph/item
正題名/作者:	Feynman diagram techniques in condensed matter physics/ by Radi A. Jishi.
作者:	Jishi, Radi A.,
出版者:	Cambridge :Cambridge University Press, : 2013.,
面頁冊數:	xiv, 400 p. :ill., digital ; : 26 cm.;
標題:	Feynman diagrams. -
電子資源:	https://doi.org/10.1017/CBO9781139177771
ISBN:	9781139177771

Feynman diagram techniques in condensed matter physics
Jishi, Radi A.,1955-

Feynman diagram techniques in condensed matter physics[electronic resource] /by Radi A. Jishi. - Cambridge :Cambridge University Press,2013. - xiv, 400 p. :ill., digital ;26 cm.

A brief review of quantum mechanics -- Single-particle states -- Second quantization -- The electron gas -- A brief review of statistical mechanics -- Real-time Green's and correlation functions -- Applications of real-time Green's functions -- Imaginary-time Green's and correlation functions -- Diagrammatic techniques -- Electron gas : a diagrammatic approach -- Phonons, photons, and electrons -- Superconductivity -- Nonequilibrium Green's function -- Appendix A : Second quantized form of operators -- Appendix B : Completing the proof of Dzyaloshinski's rules -- Appendix C : Lattice vibrations in three dimensions -- Appendix D : Electron-phonon interaction in polar crystals.

A concise introduction to Feynman diagram techniques, this book shows how they can be applied to the analysis of complex many-particle systems, and offers a review of the essential elements of quantum mechanics, solid state physics and statistical mechanics. Alongside a detailed account of the method of second quantization, the book covers topics such as Green's and correlation functions, diagrammatic techniques and superconductivity, and contains several case studies. Some background knowledge in quantum mechanics, solid state physics and mathematical methods of physics is assumed. Detailed derivations of formulas and in-depth examples and chapter exercises from various areas of condensed matter physics make this a valuable resource for both researchers and advanced undergraduate students in condensed matter theory, many-body physics and electrical engineering. Solutions to exercises are available online.

ISBN: 9781139177771Subjects--Topical Terms:

1133577
Feynman diagrams.

LC Class. No.: QC794.6.F4 / J57 2013

Dewey Class. No.: 530.41

Feynman diagram techniques in condensed matter physics
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505 0 $a A brief review of quantum mechanics -- Single-particle states -- Second quantization -- The electron gas -- A brief review of statistical mechanics -- Real-time Green's and correlation functions -- Applications of real-time Green's functions -- Imaginary-time Green's and correlation functions -- Diagrammatic techniques -- Electron gas : a diagrammatic approach -- Phonons, photons, and electrons -- Superconductivity -- Nonequilibrium Green's function -- Appendix A : Second quantized form of operators -- Appendix B : Completing the proof of Dzyaloshinski's rules -- Appendix C : Lattice vibrations in three dimensions -- Appendix D : Electron-phonon interaction in polar crystals.
520 $a A concise introduction to Feynman diagram techniques, this book shows how they can be applied to the analysis of complex many-particle systems, and offers a review of the essential elements of quantum mechanics, solid state physics and statistical mechanics. Alongside a detailed account of the method of second quantization, the book covers topics such as Green's and correlation functions, diagrammatic techniques and superconductivity, and contains several case studies. Some background knowledge in quantum mechanics, solid state physics and mathematical methods of physics is assumed. Detailed derivations of formulas and in-depth examples and chapter exercises from various areas of condensed matter physics make this a valuable resource for both researchers and advanced undergraduate students in condensed matter theory, many-body physics and electrical engineering. Solutions to exercises are available online.
650 0 $a Feynman diagrams. $3 1133577
650 0 $a Many-body problem. $3 683073
650 0 $a Condensed matter. $3 579760
856 4 0 $u https://doi.org/10.1017/CBO9781139177771