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530.14 LEH
530 Physique
Ouvrages généraux, Théories (dont théorie des quanta)
530 (Physique Ouvrages généraux, Théories (dont théorie des quanta))
530 BEU
530 DEV
530 EYM
530 FIZ
530 HAK
530 LUM
530 RAD
530 WAL
530.01 FRO
530.01 HAK
530.01 LES
530.02 KAR
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530.03
530.06 BOU
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530.07 PHY
530.07 THO
530.071 VIE
530.076 BAC
530.076 BER
530.076 BEU
530.076 ESC
530.076 PHY
530.076 SAL
530.076 SAN
530.076 THO
530.092 BAR
530.092 DIE
530.1 BLO
530.1 BOU
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530.1 KLA
530.1 LAK
530.1 LAN
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530.1 SHE
530.11
530.11 BEL
530.11 INT
530.11 LAM
530.11 MOO
530.11 PAR
530.11 SAL
530.11 SEM
530.11 TAH
530.11 VIL
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530.12 COH
530.12 COR
530.12 DUB
530.12 FEY
530.12 FUK
530.12 GRE
530.12 MEC
530.12 SAF
530.120 ASL
530.13 ABR
530.13 HAN
530.13 LAN
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530.15 LES
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530.3 Dictionnaires et encyclopédies de physique
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530.42 LEG
530.429 PIN
530.44 BAL
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530.7 Etude et enseignement de la physique : ouvrages parascolaires, annales
530.7 WIL
530.8 BAR
530.9 Histoire de la physique, Biographies de physiciens
530413
530 (Physique Ouvrages généraux, Théories (dont théorie des quanta))
530 BEU
530 DEV
530 EYM
530 FIZ
530 HAK
530 LUM
530 RAD
530 WAL
530.01 FRO
530.01 HAK
530.01 LES
530.02 KAR
530.02 PHY
530.03
530.06 BOU
530.07 CHO
530.07 CLA
530.07 ENO
530.07 MES
530.07 PHY
530.07 THO
530.071 VIE
530.076 BAC
530.076 BER
530.076 BEU
530.076 ESC
530.076 PHY
530.076 SAL
530.076 SAN
530.076 THO
530.092 BAR
530.092 DIE
530.1 BLO
530.1 BOU
530.1 KAN
530.1 KLA
530.1 LAK
530.1 LAN
530.1 LIF
530.1 MES
530.1 SHE
530.11
530.11 BEL
530.11 INT
530.11 LAM
530.11 MOO
530.11 PAR
530.11 SAL
530.11 SEM
530.11 TAH
530.11 VIL
530.12 CAR
530.12 COH
530.12 COR
530.12 DUB
530.12 FEY
530.12 FUK
530.12 GRE
530.12 MEC
530.12 SAF
530.120 ASL
530.13 ABR
530.13 HAN
530.13 LAN
530.13 MEJ
530.13 ROP
530.13 SAT
530.14 FIN
530.14 PHY
530.142 PLA
530.143 STO
530.143 SYS
530.145 TEX
530.15 LES
530.15 MAM
530.15 POI
530.3 Dictionnaires et encyclopédies de physique
530.4 LAG
530.413 ILD
530.416 FOR
530.417 LAL
530.42 LEG
530.429 PIN
530.44 BAL
530.44 MEL
530.7 Etude et enseignement de la physique : ouvrages parascolaires, annales
530.7 WIL
530.8 BAR
530.9 Histoire de la physique, Biographies de physiciens
530413
Ouvrages de la bibliothèque en indexation 530.14 LEH
Affiner la rechercheMathematical Methods of Many-Body Quantum Field Theory / Detlef, Lehmann
Titre : Mathematical Methods of Many-Body Quantum Field Theory Type de document : texte imprimé Auteurs : Detlef, Lehmann, Auteur Editeur : Chapman &hall /CRC Année de publication : 2005 Collection : Chapman & Hall/CRC Research Notes in Mathematics Series num. 436 Importance : 253 p Présentation : ill Format : 15,6 x 23,4 cm ISBN/ISSN/EAN : 978-1-584-88490-3 Prix : 179,95 € Note générale : 22 Illustrations, black and white- Index Langues : Anglais (eng) Mots-clés : Many-body problem Quantum field theory Matimatical models Index. décimale : 530.14 LEH Résumé : Mathematical Methods of Many-Body Quantum Field Theory offers a comprehensive, mathematically rigorous treatment of many-body physics. It develops the mathematical tools for describing quantum many-body systems and applies them to the many-electron system. These tools include the formalism of second quantization, field theoretical perturbation theory, functional integral methods, bosonic and fermionic, and estimation and summation techniques for Feynman diagrams. Among the physical effects discussed in this context are BCS superconductivity, s-wave and higher l-wave, and the fractional quantum Hall effect. While the presentation is mathematically rigorous, the author does not focus solely on precise definitions and proofs, but also shows how to actually perform the computations.
Presenting many recent advances and clarifying difficult concepts, this book provides the background, results, and detail needed to further explore the issue of when the standard approximation schemes in this field actually work and when they break down. At the same time, its clear explanations and methodical, step-by-step calculations shed welcome light on the established physics literature.Note de contenu : Introduction. Second Quantization. Perturbation Theory. Gaussian Integration and Grassmann Integrals. Bosonic Functional Integral Representation. BCS Theory and Spontaneous Symmetry Breaking. The Many-Electron System in a Magnetic Field. Feynman Diagrams. Renormalization Group Methods. Resummation of Perturbation Series. The 'Many-Electron Millennium Problems'. References. Mathematical Methods of Many-Body Quantum Field Theory [texte imprimé] / Detlef, Lehmann, Auteur . - [S.l.] : Chapman &hall /CRC, 2005 . - 253 p : ill ; 15,6 x 23,4 cm. - (Chapman & Hall/CRC Research Notes in Mathematics Series; 436) .
ISBN : 978-1-584-88490-3 : 179,95 €
22 Illustrations, black and white- Index
Langues : Anglais (eng)
Mots-clés : Many-body problem Quantum field theory Matimatical models Index. décimale : 530.14 LEH Résumé : Mathematical Methods of Many-Body Quantum Field Theory offers a comprehensive, mathematically rigorous treatment of many-body physics. It develops the mathematical tools for describing quantum many-body systems and applies them to the many-electron system. These tools include the formalism of second quantization, field theoretical perturbation theory, functional integral methods, bosonic and fermionic, and estimation and summation techniques for Feynman diagrams. Among the physical effects discussed in this context are BCS superconductivity, s-wave and higher l-wave, and the fractional quantum Hall effect. While the presentation is mathematically rigorous, the author does not focus solely on precise definitions and proofs, but also shows how to actually perform the computations.
Presenting many recent advances and clarifying difficult concepts, this book provides the background, results, and detail needed to further explore the issue of when the standard approximation schemes in this field actually work and when they break down. At the same time, its clear explanations and methodical, step-by-step calculations shed welcome light on the established physics literature.Note de contenu : Introduction. Second Quantization. Perturbation Theory. Gaussian Integration and Grassmann Integrals. Bosonic Functional Integral Representation. BCS Theory and Spontaneous Symmetry Breaking. The Many-Electron System in a Magnetic Field. Feynman Diagrams. Renormalization Group Methods. Resummation of Perturbation Series. The 'Many-Electron Millennium Problems'. References. Exemplaires
Code-barres Cote Support Localisation Section Disponibilité FSEI19/119-2 530.14 LEH Ouvrage Bibliothèque de la Faculté des Sciences Physique Disponible