| It is to my surprise that the basis of quantum chromodynamics (QCD) has been made firmer and firmer in its applicability in the perturbative as well as nonperturbative regime since the first edition of this book was prepared in 1986. While much theoretical progress has been made in perturbative QCD, the basic structure of its formulation has remained unchanged and so the book is still of value for researchers who wish to learn fundamental items of perturbative QCD. |
| PrefacetotheSecondEdition PrefacetotheFirstEdition Chapter1.Introduction 1.1.GeneralSurvey 1.2.QuarkscandColor 1.3.NeedforAsymptoticFreedom 1.4.NotationandConventions Chapter2.ElementsofQuantumChromodynamics 2.1.GaugePrinciple 2.2.Quantization 2.3.FeynmanRules 2.4.Regularization 2.5.Renormalization Chapter3.RenormalizationGroupMethod 3.1.RenormalizationGroup 3.2.Renormalizationgroupcequations 3.3.SolutionoftheRenormalizationGroupEquations 3.4.AsymptoticFreedom Chapter4.OperatorProductExpansion 4.1.OperatorProducts 4.2.Operator-productExpansioncinPerturbationTheory 4.3.CoeffiientFunctions Chapter5.PhysicalApplications 5.1.TotalCrossSectionfore e-Annihilations 5.2.DeepInelasticLepton-hadronScatterings 5.3.Renormalization-schemeDependence 5.4.Jets Chapter6.InfraredDivergences 6.1.One-loopExample 6.2.ProofcoftheSoft-photonCancellationinQED 6.3.ccGeneralcArgumentscforcInfraredcCancellations AppendixA:One-loopContributionctoSuperficiallyDivergentFeynmanAmplitudesinQCD AppendixB:UsefulFormulasinvolvingthecSU(N)Generators AppendixC:RenormalizationConstantscinQCD AppendixD:FeynmanRules Bibliography Indexc |
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