凝聚态物理学中的量子场论(第2版)
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作者[俄罗斯]泰斯韦利科 著
出版社世界图书出版公司
出版时间2010-04
版次1
装帧平装
上书时间2024-04-05
商品详情
- 品相描述:九品
图书标准信息
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作者
[俄罗斯]泰斯韦利科 著
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出版社
世界图书出版公司
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出版时间
2010-04
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版次
1
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ISBN
9787510005534
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定价
49.00元
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装帧
平装
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开本
16开
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纸张
胶版纸
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页数
360页
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正文语种
英语
- 【内容简介】
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Thisbookisacourseinmodernquantumfieldtheoryasseenthroughtheeyesofatheoristworkingincondensedmatterphysics.Itcontainsagentleintroductiontothesubjectandcanthereforebeusedevenbygraduatestudents.Theintroductorypartsincludeaderiva-tionofthepathintegralrepresentation,FeynmandiagramsandelementsofthetheoryofmetalsincludingadiscussionofLandauFermiliquidtheory.Inlaterchaptersthediscus-siongraduallyturnstomoreadvancedmethodsusedinthetheoryofstronglycorrelatedsystems.Thebookcontainsathoroughexpositionofsuchnonperturbativetechniquesas1/N-expansion,bosonization(Abelianandnon-Abelian),conformalfieldtheoryandtheoryofintegrablesystems.Thebookisintendedforgraduatestudents,postdoctoralassociatesandindependentresearchersworkingincondensedmatterphysics.
- 【目录】
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Prefacetothefirstedition
Prefacetothesecondedition
Acknowledgementsforthefirstedition
Acknowledgementsforthesecondedition
ⅠIntroductiontomethods
1QFT:languageandgoals
2Connectionbetweenquantumandclassical:pathintegrals
3Definitionsofcorrelationfunctions:Wickstheorem
4Freebosonicfieldinanexternalfield
5Perturbationtheory:Feynmandiagrams
6Calculationmethodsfordiagramseries:divergencesandtheirelimination
7Renormalizationgroupprocedures
8O(N)-symmetricvectormodelbelowthetransitionpoint
9Nonlinearsigmamodelsintwodimensions:renormalizationgroupand1/N-expansion
100(3)nonlinearsigmamodelinthestrongcouplinglimit
ⅡFermions
11PathintegralandWickstheoremforfermions
12Interactingelectrons:theFermiliquid
13Electrodynamicsinmetals
14Relativisticfermions:aspectsofquantumelectrodynamics(1+1)-Dimensionalquantumelectrodynamics(Schwingermodel)
15Aharonov-Bohmeffectandtransmutationofstatistics
Theindextheorem
QuantumHallferromagnet
ⅢStronglyfluctuagngspinsystems
Introduction
16Schwinger-Wignerquantizationprocedure:nonlinearsigmamodels
Continuousfieldtheoryforaferromagnet
Continuousfieldtheoryforanantiferromagnet
17O(3)nonlinearsigmamodelin(2+1)dimensions:thephasediagram
Topologicalexcitations:skyrmions
18Orderfromdisorder
19Jordan-WignertransformationforspinS=1/2modelsinD=1,2,3
20MajoranarepresentationforspinS=1/2magnets:relationshiptoZ2
latticegaugetheories
21Pathintegralrepresentationsforadopedantiferromagnet
NPhysicsintheworldofonespatialdimension
Introduction
22Modelofthefreebosonicmasslessscalarfield
23Relevantandirrelevantfields
24Kosterlitz-Thoulesstransition
25Conformalsymmetry
GaussianmodelintheHamiltonianformulation
26Virasoroalgebra
Wardidentities
Subalgebrasl(2)
27Differentialequationsforthecorrelationfunctions
Coulombgasconstructionfortheminimalmodels
28Isingmodel
Isingmodelasaminimalmodel
Quantumlsingmodel
OrderanddisorderoperatorsCorrelationfunctionsoutsidethecriticalpointDeformationsoftheIsingmodel
29One-dimensionalspinlessfermions:Tomonaga-Luttingerliquid
Single-electroncorrelatorinthepresenceofCoulombinteraction
SpinS=1/2Heisenbergchain
Explicitexpressionforthedynamicalmagneticsusceptibility
30One-dimensionalfermionswithspin:spin-chargeseparation
BosonicformoftheSU1(2)Kac-Moodyalgebra
SpinS=1/2Tomonaga-Luttingerliquid
Incommensuratechargedensitywave
Half-filledband
31Kac-Moodyalgebras:Wess-Zumino——Novikov-Wittenmodel
Knizhnik-Zamolodchikov(KZ)equations
Conformalembedding
SUI(2)WZNWmodelandspinS=1/2Heisenbergantiferromagnet
SU2(2)WZNWmodelandtheIsingmodel
32Wess-Zumino-Novikov-WittenmodelintheLagrangianform:
non-Abelianbosonization
33SemiclassicalapproachtoWess-Zumino-Novikov-Wittenmodels
34Integrablemodels:dynamicalmassgeneration
Generalpropertiesofintegrablemodels
Correlationfunctions:thesine-Gordonmodel
PerturbationsofspinS=1/2Heisenbergchain:confinement
35Acomparativestudyofdynamicalmassgenerationinoneandthreedimensions
Single-electronGreensfunctioninaone-dimensionalchargedensitywavestate
36One-dimensionalspinliquids:spinladderandspinS=1Heisenbergchain
Spinladder
Correlationfunctions
SpinS=1antiferromagnets
37Kondochain
38Gaugefixinginnon-Abeliantheories:(1+1)-dimensionalquantum
chromodynamics
Selectbibliography
Index
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