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L.H.Ryder 编 / 世界图书出版公司 / 2011-11 / 平装
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量子场论:Quantum Field Theory
Thisbookisamodernpedagogicintroductiontotheideasandtechniquesofquantumfieldtheory.
AfterabriefoverviewofparticlephysicsandasurveyofrelativisticwaveequationsandLagrangianmethods,thequantumtheoryofscalarandspinorfields,andthenofgaugefields,isdevelopedTheemphasisthroughoutisonfunctionalmethods,whichhaveplayedalargepartinmodernfieldtheory.Thebookconcludeswithabriefsurveyof`topological'objectsinfieldtheoryand,newtothisedition,achapterdevotedtosupersymmetry.
PrfacetothefirsteditionPrefacetothesecondedition1Intropduction:synosisofparticlephysics1.1Quantumfieldtheory1.2Gravitation1.3Stronginteractions1.4Weakinteractions1.5Leptonicquantumnumbers1.6Hadronicquantumnumbers1.7Resonances1.8Thequarkmodel1.9SU(2),SU(3)SU(4)1.10Dynamicalevidenceforquarks1.11Colour1.12QCD1.13WeakinteractionsGuidetofurtherreading2Single-particlerelativisticwaveequations2.1Rel;ativisticnotation2.2Klein-Gordonequation2.3DiracequationSU(2)andtherotaiongroupSL(2,C)andtheantiparticles2.4Prdicitonofantiparticles2.5ConstructionofDiracspinors:algebraof2.6Non-relativisticlimitandtheelectronmagneticmoment2.7TherelevanceofthePointcaregroupoperatorsandthezeromasslimit2.8MaxwellandProcaequations2.9Maxwell'sequationsanddifferentialgeometrySummaryGuidetofurtherreading3Lagrangianformulation,symmetriesandgaugefields3.1Lagrangianformulationofparticlemechanics3.2Therealscalarfield:variationalprincipleandNoether'stheorem3.3Complexscalarfieldsandtheelectromagneticfield3.4Topologyandthevacuum:theBohm-Aharonoveffect3.5TheYang-Millsfield3.6ThegeometryofgaugefieldsSummaryGuidetofurtherreading4Canonicalquantisationandparticleinterpretation4.1TherealKlein-Gordonfield4.2ThecomplexKlein-Gordonfield4.3TheDiracfield4.4TheelectromagneticfieldRadiationgaugequantisationLorentzgaugequantisation4.5ThemassivevectorfieldSummaryGuidetofurtherreading5Pathintegralsandquantummechanics5.1Path-integralformulationofquantummechanics5.2PerturbationtheoryandtheSmatrix5.3Coulombscattering5.4Functionalcalculus:differentiation5.5FurtherpropertiesofpathintegralsAppendix:someusefulintegralsSummaryGuidetofurtherreading6Path-integralquantisationandFeynmanrules:scalarandspinorfields6.1Generatingfunctionalforscalarfields6.2Functionalintegration6.3FreeparticleGreen'sfunctions6.4Generatingfunctionalsforinteractingfields……7Path-imtegralquantisation:gaugefields8SpontaneoussymmetrybreakingandtheWeinberg-Salammodel9Renormalisation10ToplogicalobjectsinfieldtheoryReferencesIndex
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