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ID:14996535
大小:1.53 MB
页数:266页
时间:2018-07-31
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1、QuantumFieldTheory1R.ClarksonDr.D.G.C.McKeon2January13,20031NotestakenbyR.ClarksonforDr.McKeon'sFieldTheory(PartsIandII)Class.2email:dgmckeo2@uwo.ca2Contents1ConstraintFormalism71.1PrincipleofLeastaction:.............................71.2Hamilton'sEquat
2、ions...............................81.3PoissonBrackets.................................91.4Dirac'sTheoryofConstraints..........................111.5Quantizingasystemwithconstraints......................242GrassmannVariables272.1Integration.............
3、........................282.2PoissonBracket..................................302.3Quantizationofthespinningparticle.......................322.4GeneralSolutiontothefreeDiracEquation..................502.5ChargeConjugation................................
4、562.6MajoranaSpinors.................................572.7TimeReversal...................................583Bargmann-WignerEquations614GaugeSymmetryandmasslessspinoneparticles714.1CanonicalHamiltonianDensity.........................745(2nd)Quantization
5、,SpinandStatistics835.1HarmonicOscillator................................835.2FeynmanPropagator...............................885.3QuantizingtheDiracField............................926InteractingFields976.1GaugeInteraction.............................
6、....976.2HeisenbergPictureofQ.M............................986.3Wick'sTheorem..................................1027Electron-PositronScattering10534CONTENTS8LoopDiagrams1098.1FeynmanRulesinMomentumSpace......................1098.2CombinatoricFactors....
7、...........................1138.3CrossSectionsFromMatrixelements......................1158.4Higherordercorrections.............................1198.5Renormalization..................................1228.6Regularization..................................
8、.1238.7Noether'sTheorem................................1319PathIntegralQuantization1419.1Heisenberg-Dirac.................................1419.2WaveFunctions..................................1429.3FreeParticle...........................
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