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页数:43页
时间:2018-07-28
《an introduction to supersymmetry》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、APCTP{5KEK{TH{501November1996AnIntroductiontoSupersymmetryManuelDreesAsia{PacicCenterforTheoreticalPhysics,Seoul,KoreaAbstractAfairlyelementaryintroductiontosupersymmetriceldtheoriesingeneralandthemin-imalsupersymmetricStandardModel(MSSM)inparticularisgive
2、n.Topicscoveredincludethecancellationofquadraticdivergencies,theconstructionofthesupersymmetricLagrangianusingsuperelds,theeldcontentoftheMSSM,electroweaksymmetrybreakingintheMSSM,mixingbetweendierentsuperparticles(currenteigenstates)toproducemasseigensta
3、tes,andtheembeddingoftheMSSMinso{calledminimalsupergravity.arXiv:hep-ph/9611409v125Nov19961.IntroductionInthelast20yearstheSLACSpiresdatabasehasregisteredalmost10,000papersdealingwithvariousaspectsofsupersymmetriceldtheories.Thisisquiteremarkable,giventhatt
4、hereisnodirectexperimentalevidencefortheexistenceofanyofthenumerousnewparticlespredictedbysuchtheories.Thisapparentdiscrepancybetweentheoreticalspeculationandexperimentalfacthasevencaughtthepubliceye,andledtochargesthatmodernparticlephysicsresemblesmedievala
5、lchemy.Iwillthereforestarttheselecturenotesbyreviewinginsomedetailthemainargumentfortheexistenceofsupersymmetricparticlesattheweakscale"(i.e.,withmassveryroughlycomparabletothoseoftheheaviestknownelementaryparticles,theWandZbosonsandthetopquark).Thisargumen
6、trestsontheobservationthatsupersymmetriceldtheoriesaturally"allowtochosetheweakscaletobemanyordersofmagnitudebelowthehypotheticalscaleMXofGrandUnicationorthePlanckscaleMPl.Thisiscloselyrelatedtothecancellationofquadraticdivergencies[1]insupsersymmetrice
7、ldtheories;suchdivergenciesarenotoriousinnon{supersymmetrictheorieswithelementaryscalarparticles,suchastheStandardModel(SM).InSec.2thisquestionwillbedis-cussedinmoredetail,andthecancellationofquadraticdivergenciesinvolvingYukawainteractionswillbedemonstrated
8、explicitly(in1{looporder).Thisexplicitcalculationwillindicatethebasicfeaturesthattheproposednewsymmetryhastohaveifitistosolvetheaturalnessproblem"[2]oftheSM.Inparticular,wewillneedequalnumbers
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