量子场论 第3卷 英文版 Steven Weinberg 著 2004年版

量子场论 第3卷 英文版
作者：Steven Weinberg 著
出版时间：2004年版
内容简介
　　In The Quantum Theory of Fields Nobel Laureate Steven Weinberg combines his exceptional physical insight with his gift for clear exposition to provide a self-contained， comprehensive， and up-to-date introduction to quantum field theory.Volume III presents a self-contained， up-to-date and comprehensive introduction to supersymmetry， a highly active area of theoretical physics that is likely to be at the center of future progress in the physics of elementary Particles and gravitation. The text introduces and explains a broad range of topics， including supersymmetric algebras， supersymmetric field theories， extended supersymmetry， supergraphs， non-perturbative results， theories of supersymmetry in higher dimensions， and supergravity.A thorough review is given of the phenomenological implications of supersymmetry， including theories of both gauge and gravitationallymediated supersymmetry breaking. Also provided is an introduction to mathematical techniques， based on holomorphy and duality， that have proved so fruitful in recent developments.This book contains much material not found in other books on supersymmetry， some of it new.Problems are included at the end of each chapter.This will be an invaluable reference work for all physicists and mathematicians who use quantum field theory， as well as a textbook appropriate to graduate courses.此书为英文版！
目录
PREFACETOVOLUMEIII.
NOTATION
24HISTORICALINTRODUCTION
24.1UnconventionalSymmetriesand'No-Go'Theorems
24.2TheBirthofSupersymmetry
AppendixASU(6)SymmetryofNon-RelativisticQuarkModels
AppendixBTheColeman-MandulaTheorem
Problems
References
25SUPERSYMMETRYALGEBRAS
25.1GradedLieAlgebrasandGradedParameters
25.2SupersymmetryAlgebras
25.3SpaceInversionPropertiesofSupersymmetryGenerators
25.4MasslessParticleSupermultiplets
25.5MassiveParticleSupermultiplets
Problems
References
26SUPERSYMMETRICFIELDTHEORIES
26.1DirectConstructionofFieldSupermultiplets
26.2GeneralSuperfieids
26.3ChiralandLinearSuperfields
26.4RenormalizableTheoriesofChiralSuperfields
26.5SpontaneousSupersymmetryBreakingintheTreeApproximation
26.6SuperspaceIntegrals,FieldEquations,andtheCurrentSuperfield
26.7TheSupercurrent
26.8GeneralKahlerPotentials
AppendixMajoranaSpinors
Problems
References
27SUPERSYMMETRICGAUGETHEORIES
27.1Gauge-lnvariantActionsforChiralSuperfields
27.2Gauge-lnvariantActionforAbelianGaugeSuperfields
27.3Gauge-lnvariantActionforGeneralGaugeSuperfields
27.4RenormalizableGaugeTheorieswithChiralSuperfields
27.5SupersymmetryBreakingintheTreeApproximationResumed..
27.6PerturbativeNon-RenormalizationTheorems
27.7SoftSupersymmetryBreaking*
27.8AnotherApproach:Gauge-lnvariantSupersymmetryTransformations
27.9GaugeTheorieswithExtendedSupersymmetry*
Problems
References
28SUPERSYMMETRICVERSIONSOFTHESTANDARDMODEL
28.1Superfields,Anomalies,andConservationLaws
28.2SupersymmetryandStrong-ElectroweakUnification
28.3WhereisSupersymmetryBroken?
28.4TheMinimalSupersymmetricStandardModel
28.5TheSectorofZeroBaryonandLeptonNumber
28.6GaugeMediationofSupersymmetryBreaking
28.7BaryonandLeptonNon-Conservation
Problems
References
29BEYONDPERTURBATIONTHEORY
29.1GeneralAspectsofSupersymmetryBreaking
29.2SupersymmetryCurrentSumRules
29.3Non-PerturbativeCorrectionstotheSuperpotential
29.4SupersymmetryBreakinginGaugeTheories
29.5TheSeiberg-WittenSolution*
Problems
References
30SUPERGRAPHS
30.1PotentialSuperfields
30.2Superpropagators
30.3CalculationswithSupergraphs
Problems
References
31SUPERGRAVITY
31.1TheMetricSuperfield
31.2TheGravitationalAction
31.3TheGravitino
31.4Anomaly-MediatedSupersymmetryBreaking
31.5LocalSupersymmetryTransformations
31.6SupergravitytoAllOrders
31.7Gravity-MediatedSupersymmetryBreaking
AppendixTheVierbeinFormalism
Problems
References
32SUPERSYMMETRYALGEBRASINHIGHERDIMENSIONS
32.1GeneralSupersymmetryAlgebras
32.2MasslessMultiplets
32.3p-Branes
AppendixSpinorsinHigherDimensions
Problems
References
AUTHORINDEX
SUBJECTINDEX...