量子场论：Quantum Field Theory

图书标准信息

• 作者 L.H.Ryder 编
• 出版社 世界图书出版公司
• 出版时间 2011-11
• 版次 2
• ISBN 9787506266444
• 定价 89.00元
• 装帧 平装
• 开本 24开
• 纸张 胶版纸
• 页数 487页
• 正文语种 英语

【内容简介】

Thisbookisamodernpedagogicintroductiontotheideasandtechniquesofquantumfieldtheory.
AfterabriefoverviewofparticlephysicsandasurveyofrelativisticwaveequationsandLagrangianmethods，thequantumtheoryofscalarandspinorfields，andthenofgaugefields，isdevelopedTheemphasisthroughoutisonfunctionalmethods，whichhaveplayedalargepartinmodernfieldtheory.Thebookconcludeswithabriefsurveyof`topological'objectsinfieldtheoryand，newtothisedition，achapterdevotedtosupersymmetry.

【目录】

Prfacetothefirstedition
Prefacetothesecondedition
1Intropduction:synosisofparticlephysics
1.1Quantumfieldtheory
1.2Gravitation
1.3Stronginteractions
1.4Weakinteractions
1.5Leptonicquantumnumbers
1.6Hadronicquantumnumbers
1.7Resonances
1.8Thequarkmodel
1.9SU（2）,SU（3）SU（4）
1.10Dynamicalevidenceforquarks
1.11Colour
1.12QCD
1.13Weakinteractions
Guidetofurtherreading

2Single-particlerelativisticwaveequations
2.1Rel;ativisticnotation
2.2Klein-Gordonequation
2.3Diracequation
SU（2）andtherotaiongroup
SL（2,C）andtheantiparticles
2.4Prdicitonofantiparticles
2.5ConstructionofDiracspinors:algebraof
2.6Non-relativisticlimitandtheelectronmagneticmoment
2.7TherelevanceofthePointcaregroupoperatorsandthezeromasslimit
2.8MaxwellandProcaequations
2.9Maxwell'sequationsanddifferentialgeometry
Summary
Guidetofurtherreading

3Lagrangianformulation,symmetriesandgaugefields
3.1Lagrangianformulationofparticlemechanics
3.2Therealscalarfield:variationalprincipleandNoether'stheorem
3.3Complexscalarfieldsandtheelectromagneticfield
3.4Topologyandthevacuum:theBohm-Aharonoveffect
3.5TheYang-Millsfield
3.6Thegeometryofgaugefields
Summary
Guidetofurtherreading

4Canonicalquantisationandparticleinterpretation
4.1TherealKlein-Gordonfield
4.2ThecomplexKlein-Gordonfield
4.3TheDiracfield
4.4Theelectromagneticfield
Radiationgaugequantisation
Lorentzgaugequantisation
4.5Themassivevectorfield
Summary
Guidetofurtherreading

5Pathintegralsandquantummechanics
5.1Path-integralformulationofquantummechanics
5.2PerturbationtheoryandtheSmatrix
5.3Coulombscattering
5.4Functionalcalculus:differentiation
5.5Furtherpropertiesofpathintegrals
Appendix:someusefulintegrals
Summary
Guidetofurtherreading

6Path-integralquantisationandFeynmanrules:scalarandspinorfields
6.1Generatingfunctionalforscalarfields
6.2Functionalintegration
6.3FreeparticleGreen'sfunctions
6.4Generatingfunctionalsforinteractingfields
……
7Path-imtegralquantisation:gaugefields
8SpontaneoussymmetrybreakingandtheWeinberg-Salammodel
9Renormalisation
10Toplogicalobjectsinfieldtheory
References
Index