• 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
  • 凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons
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凝聚态场论Condensed Matter Field Theory,作者: Alexander Altland, Ben Simons

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作者[德]奥特兰德(Altland A.) 著

出版社世界图书出版公司

出版时间2008-05

版次1

装帧平装

上书时间2023-06-21

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图书标准信息
  • 作者 [德]奥特兰德(Altland A.) 著
  • 出版社 世界图书出版公司
  • 出版时间 2008-05
  • 版次 1
  • ISBN 9787506292092
  • 定价 99.00元
  • 装帧 平装
  • 开本 16开
  • 纸张 胶版纸
  • 页数 624页
  • 正文语种 英语
【内容简介】
  Theoreticalcondensedmatterphysicsdrawsheavilyandincreasinglyonthelanguageofquantumfieldtheory.Thisprimerisaimedatelevatinggraduatestudentsofcondensedmatterphysicstoalevelwheretheycanengageinindependentresearch.Itemphasizesthedevelopmentofmodemmethodsofclassicalandquantumfieldtheorywithapplicationsofinterestinbothexperimentalandtheoreticalcondensedmatterphysics.Topicscoveredincludesecondquantization,pathandfunctionalfieldintegration,mean-fieldtheoryandcollectivephenomena,therenormalizationgroup,andtopology.Conceptualaspectsandformalmethodologyareemphasizedanddeveloped,butthediscussionisrootedfirmlyinpracticalexperimentalapplication.Aswellasroutineexercises,thetextincludesextendedandchallengingproblems,withfullyworkedsolutions,designedtoprovideabridgebetweenformalmanipulationsandresearch-orientedthinking.
【目录】
Preface
1Fromparticlestofields
1.1Classicalharmonicchain:phonons
1.2Functionalanalysisandvariationalprinciples
1.3Maxwellsequationsasavariationalprinciple
1.4Quantumchain
1.5Quantumelectrodynamics
1.6Noetherstheorem
1.7Summaryandoutlook
1.8Problems
2Secondquantization
2.1Introductiontosecondquantization
2.2Applicationsofsecondquantization
2.3Summaryandoutlook
2.4Problems
3Feymnanpathintegral
3.1Thepathintegral:generalformalism
3.2Constructionofthepathintegral
3.3ApplicationsoftheFeynmanpathintegral
3.4Summaryandoutlook
3.5Problems
4Functionalfieldintegral
4.1Constructionofthemany-bodypathintegral
4.2Fieldintegralforthequantumpartitionfunction
4.3Fieldtheoreticalbosonization:acasestudy
4.4Summaryandoutlook
4.5Problems
5Perturbationtheory
5.1Generalstructuresandlow-orderexpansions
5.2Groundstateenergyoftheinteractingelectrongas
5.3Infinite-orderexpansions
5.4Summaryandoutlook
5.5Problems
6Brokensymmetryandcollectivephenomena
6.1Mean-fieldtheory
6.2Plasmatheoryoftheinteractingelectrongas
6.3Bose-Einsteincondensationandsuperfluidity
6.4Superconductivity
6.5Fieldtheoryofthedisorderedelectrongas
6.6Summaryandoutlook
6.7Problems
7Responsefunctions
7.1Crashcourseinmodemexperimentaltechniques
7.2Linearresponsetheory
7.3Analyticstructureofcorrelationfunctions
7.4Electromagneticlinearresponse
7.5Summaryandoutlook
7.6Problems
8Therenormalizationgroup
8.1Theone-dimensionalIsingmodel
8.2Dissipativequantumtunneling
8.3Renormalizationgroup:generaltheory
8.4RGanalysisoftheferromagnetictransition
8.5RGanalysisofthenonlinearo-model
8.6Berezinskii-Kosterlitz-Thoulesstransition
8.7Summaryandoutlook
8.8Problems
9Topology
9.1Example:particleonaring
9.2Homotopy
9.30-Terms
9.4Wess-Zuminoterms
9.5Chern-Simonsterms
9.6Summaryandoutlook
9.7Problems
Index
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