qft at ias (spring term)

qft at ias (spring term)

ID:14199193

大小:10.25 MB

页数:1027页

时间:2018-07-26

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1、—DRAFT—IASSNS-HEP-97/72LectureIPointParticlesvsStringsEricD’HokerInphysics,thestructureofmatterisunderstoodintermsofthedynamicsofsmallerconstitutents.Atomsarecomposedofnucleiandelectrons,nucleiaremadeupofpro-tonsandneutrons,whichinturnareboundstatesofquarks.Tothep

2、resentdaylimitofdistancescalesuptoapproximately10−15cm,electronsandquarksdonotshowanysubstructure,andareviewedas“elementaryparticles”.(Whichparticlesareelementaryinthiswaymaychangeovertime,sinceatsmallerdistancescalessubstructuremaybefoundintermsofmoreelementarypa

3、rticles.)Inquantumfieldtheory,suchelementaryparticlesaredescribedaspointsinspace.Forcesbetweenparticlesresultfromexchangesbetweenthemofotherelementaryparticles,andthefundamentalinteractionsoccurinalocalway,atcoincidenttimeatthesamepointinspace.Forexampleelectro-mag

4、neticinteractionforcesbetweenchargedparticlesresultfromtheexchangeofphotons,withlocalcouplingstothechargedparticles.Thephotontherebytransfersmomentumandproducesaforce,theCoulombforce.Quantumfieldtheoryofpointparticles(QFT)hasbeenextremelysuccessfulinde-scribingquan

5、titativelythreeoutofthefourfundamentalforcesofNaturebyYang-Millstheory:electro-magnetic,weakandstronginteractions.However,noconsistentquantumI.1fieldtheorydescriptionappearstobeavailable(ortoexist?)fortheforceofgravity.OnethusseeksanenlargementoftheframeworkofQFTin

6、whichallforcesofnaturefitconsis-tentlywiththeknownphysicalprinciplesofquantummechanicsand(specialandgeneral)relativity.Stringtheorytodateseemstobetheonlysuchcandidate.Infactmytaskwillbetoshowthatconsistentstringtheoriesautomaticallycontaingravity,supersymmetryandun

7、dercertaincircumstancesYang-Mills.A.StringsInstringtheory,particlesarenotdescribedaspoints,butinsteadasstrings:one-dimensionalextendedobjects.IfMsandM(∼R×Ms)denotethespaceandspace-timemanifoldsrespectively,thenwepicturestringsasfollows:Whilethepointparticlesweepso

8、utaone-dimensionalworldline,thestringsweepsoutaworldsheet,i.e.a2-dimrealsurface.Forafreestring,thetopologyoftheworldsheetisacylinder(inthecaseofacloseds

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