Classical Solutions in Quantum Field Theory Solitons and Instantons in High Ener.pdf

Classical Solutions in Quantum Field Theory Solitons and Instantons in High Ener.pdf

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大小:1.78 MB

页数:340页

时间:2019-03-10

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1、CLASSICALSOLUTIONSINQUANTUMFIELDTHEORYClassicalsolutionsplayanimportantroleinquantumfieldtheory,highenergyphysics,andcosmology.Realtimesolitonsolutionsgiverisetoparticles,suchasmagneticmonopoles,andextendedstructures,suchasdomainwallsandcosmicstrings,thathaveimp

2、licationsforthecosmologyoftheearlyuniverse.ImaginarytimeEuclideaninstantonsareresponsibleforimportantnonperturbativeeffects,whileEuclideanbouncesolutionsgoverntransitionsbetweenmetastablestates.Writtenforadvancedgraduatestudentsandresearchersinelementarypar-ticl

3、ephysics,cosmology,andrelatedfields,thisbookbringsthereaderuptothelevelofcurrentresearchinthefield.Thefirsthalfofthebookdiscussesthemostimportantclassesofsolitons:kinks,vortices,andmagneticmonopoles.Thecosmologicalandobservationalconstraintsonthesearecovered,asare

4、morefor-malaspects,includingBPSsolitonsandtheirconnectionwithsupersymmetry.ThesecondhalfisdevotedtoEuclideansolutions,withparticularemphasisonYang–Millsinstantonsandonbouncesolutions.erickj.weinbergisaProfessorofPhysicsintheDepartmentofPhysics,ColumbiaUniversit

5、y.Since1996hehasbeenEditorofPhysicalReviewD.Hisresearchinterestsincludetheimplicationsofsolitonsandinstantonsforhighenergyphysics,cosmology,andblackholes,aswellasavarietyofothertopicsinquantumfieldtheory.CAMBRIDGEMONOGRAPHSONMATHEMATICALPHYSICSGeneralEditors:P.V

6、.Landshoff,D.R.Nelson,S.WeinbergS.J.AarsethGravitationalN-BodySimulations:ToolsandAlgorithmsJ.Ambjørn,B.DurhuusandT.JonssonQuantumGeometry:AStatisticalFieldTheoryApproachA.M.AnileRelativisticFluidsandMagneto-fluids:WithApplicationsinAstrophysicsandPlasmaPhysicsJ.

7、A.deAzc´arragaandJ.M.IzquierdoLieGroups,LieAlgebras,CohomologyandSome†ApplicationsinPhysics†O.Babelon,D.BernardandM.TalonIntroductiontoClassicalIntegrableSystemsF.BastianelliandP.vanNieuwenhuizenPathIntegralsandAnomaliesinCurvedSpaceV.BelinskiandE.VerdaguerGrav

8、itationalSolitonsJ.BernsteinKineticTheoryintheExpandingUniverseG.F.BertschandR.A.BrogliaOscillationsinFiniteQuantumSystems†N.D.BirrellandP.C.W.DaviesQuantumFieldsinCurvedSpa

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