ModernPhysics现代物理、2012,*性卅HdllS汉斯doi:淒杆/mp.2012.***PublishedOnline***2012(http://www.hanspub.org/joumal/mp/)QuantumtheoryinCurvaturemetricFormsofQuantumtheoryinmetricfieldofGeneraIreIativitytheoryandTheUnifiedfieldtheoryShiZhihengDesignconstituteofHunanTVsetfactory,Changsha,ChinaEmail:13017291619@qq.comReceiveddate,August16,2012Abstract:Quantummechanicsequations(fromSchrddingerwaveequationwhichisnotcovariantforminthespecialtheoryofrelativity,toDiracandKlein-Gordenwaveequationincovariantform,gaugefieldtheory,thesecondquantizationandsoon)causedalotofphysicalrevolution,butinthegeneralrelativitytheyarelackofRiemann-Einsteincovariance.Here,wetrytointroducetheMetricfieldofEinsteinintotheQuantumtheoryinmanywaystoestablishtheActionfunctionalofFeynmanpathintegral,theElectromagneticfieldanditsquantization,HiggsBosonscalar,Kleinwaveandfield,GWStheoryandtheWave/StateequationofQuantummechanics,etctheCovariantoperatorformofRiemann-Einstein.Valueliesinthestudiesofmolecularwavefunction(atom,electron,etc)inthehighspeedrotatingandswingingsystem,anditstransitionradiation,andinthehigh-speedcollisionmoment,andintheVariablespeedreferencesystemofbosonsandfermions/nuclear/Higgsbosons/hadron/quark/meson,andsoon,andthefurtherresearchanddevelopment.Asthisisapaperoftheoreticalexploration,sotheThree-dimensionalformofsemicovariantoperatorisjustaguess.TheGeneralcovarianeeofKlein-Gordenequationistheoreticallyrigorouswhichwasindependentlyputforward.TheGeneralcovarianeeprincipleofDiracequationwascreatedbySchrddingerandCartan,whichshouldbethesameastherootsoftheauthor'sequation(whichcreatedinprincipleofKlein-Gorden)，herewellsaynomoreaboutit・WhiletheauthorinnovativelyputforwordthattheprincipleofgeneralcovarianeeformofDiracequationcanbeusedforGWSunifiedtheory(weak/electromagnetic),whichcanalsobeusedforFermionDiracwavefieldinquantumfieldtheory,thestudyofthepathintegralpropagator,anditschronologicalproduct,whendiscretetransformanditsjointtransformsymmetryoperator,generationandannihilationoperator,Fockspace,thegaugefieldtheory,unifiedfieldtheory,wavefieldexchangeproductasthesecondquantizationofoperator,andsoon,allthisisrelatedwiththemetricfieldtransformation,evenallsymmetrysabaoutanytransform,and,Physicalrealityandtheproblemsofgaugefield(andwhoserelationshipswithgeneral/specialcovarianee)hiddenintheaboveproblemsbehind,thispaperisnottreatedindetail•AndCopyright©2012HanspubwealsoinnovativelyputforwardthemetriccovarianeefortheinvariantconditionsofGaugetransformation,Lorentzspecificationcondition,Feynmanspecification，thesecondquantization,thehalfquantumgeneralrelativity,andsoon,oreventheproblemsofthemetricquantization,andthemetricsunderEigenstates/steadystates,etc.ThispaperarguesthattheHiggsparticlefoundornot,youneedtopresstheRiemann・EinsteincovariantoperatorschangeprocedurestorewritetheactionfunctionoftheHiggsmechanism,andthencomebacktobeexplored・Thequantumphysicscategoryhasbeenbroadenwhenmetricfieldisintroduced,whileitsenormouscomplexitycanbesimplifiedinaspecialmetricthatelaboratelydesigned・WhileeachspecialcaseisanewtheoryoranewQuantummechanicsequation,andtheformofalltheQuantumtheoryequationofspecialmetriccanbechangedbydesigningdifferentGeneralizedmetricfield.Speciallypointthat,theensemble(X,T.;V,;V,;Vj；g爲;〃)ofrigidvariablespeedturnableastherefereneeframeofRiemann—Einstein,isessentiallyone...