Advances in Quantum Field Theory.pdf

Advances in Quantum Field Theory.pdf

ID:33890246

大小:3.27 MB

页数:238页

时间:2019-03-01

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1、ContentsPrefaceIXPart1Quantization1Chapter1TheMethodofUnitaryClothingTransformationsinQuantumFieldTheory:ApplicationsintheTheoryofNuclearForcesandReactions3A.V.ShebekoChapter2AbInitioHamiltonianApproachtoLight-FrontQuantumFieldTheory31JamesP.VaryChapter3QuantizingwithaHigherTimeDerivative51Ser

2、geiV.Ketov,GentaMichiakiandTsukasaYumibayashiPart2ApplicationstoLow-EnergyPhysics73Chapter4ElectroweakInteractionsinaChiralEffectiveLagrangianforNuclei75BrianD.SerotandXilinZhangChapter5Ginzburg–LandauTheoryofPhaseTransitionsinCompactifiedSpaces103C.A.Linhares,A.P.C.MalbouissonandI.RoditiChapt

3、er6QuantumFieldTheoryofExcitonCorrelationsandEntanglementinSemiconductorStructures125M.Erementchouk,V.TurkowskiandMichaelN.LeuenbergerPart3ApplicationsinMathematics153Chapter7QuantumFieldTheoryandKnotInvariants155Chun-ChungHsiehVIContentsChapter8SolutionofaLinearizedModelofHeisenberg’sFundamen

4、talEquation185E.BrüningandS.NagamachiChapter9TopologicalSingularityofFermionCurrentinAbelianGaugeTheory215Ai-DongBaoandShi-ShuWuPrefaceQuantumFieldTheorywasdevelopedasthetheoryunifyingQuantumMechanicsandRelativisticFieldTheoryforthepurposeofdescribingphysicsofelementaryparticles.QuantumElectro

5、dynamics,electro-weaktheory,QuantumChromodyna-micsandtheStandardModelofelementaryparticlesareallparticularexamplesofQuantumFieldTheory,whichhadgreatsuccessinhigh-energyphysics.Atthesametime,itwasrealizedthatastraightforwardapplicationofQuantumFieldTheorytoEinsteingravitydoesnotgiveaphysicallys

6、ensiblequantumgravitytheorybecauseofitsnonrenormalizability.MorerecentapplicationsofQuantumFieldTheoryarenolongerlimitedtophysicsofelementaryparticles.Theyalsoincludemanysuccessfulapplicationstonuclearphysics,condensedmatterphysicsandpuremathematics.Atthesametime,theformalismofQuantumFieldTheo

7、ryhastobefurtherdevelopedbecauseofthenewchallenges,suchasquantumgravityandquantizationwithhigherderivatives,strongcouplingandboundstates,computationaltechniquesinquantumperturbationtheory,andmorerigorousmathematicalfoundations.Inthefirs

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