l新引力公式全面maththeoryofspace-time,2017-01-22有universemodel.docx
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1、MathematicalTheoryOfSpace-TimeChun-Xuan.JiangChinaAerospaceScienceAndTechnologyCorporationP.O.Box142-206,Beijing100854,P.R.Chinajl36211668701AbstractUsingspace-timeringweestablishthemathematicaltheoryofspace-time.Usingtwomethodswededucethenewgravitationalformula.Tardyonicrotatingmotionproducesthecen
2、trifugalforce,buttachyonicrotatingmotionproducesthecentripetalforce,thatisgravity.Usingitweestablishtheexpansiontheoryoftheuniverseandsuggestthenewuniversemodel.Weprovethatintheuniversetherearenodarkmatterandnodarkenergy.Newgravitationalformulachangesallthat.Multiverseandgravitationalwavesdonotexist
3、.Theoryofeverythinghasthetwoforces:(1)thesubluminalforce(electromagnetismandweakforce)and(2)Superluminalfbrce(gravityandstrongfbrce).Bellconjectureiswrong.Thequantumentanglementsandnon-localityareunobservable,onlythegravitonicandtachyonicentanglements,butnoelectronicandphotonicentanglements.Keywords
4、:newgravitationalformula,expansiontheoryofuniverse,newuniversemodel.PACS:04.90.+e,98.80.-k.1.MathematicalTheoryofSpace-TimeThroughouthistory,thenotionofspaceandtimehasundergoneanumberofdramatictransformation,thankstofiguresrangingfromAristotle,LeibnizandNewtontoGauss,PoincareandEinstein.Inthepresent
5、understandingofnature,spaceandtimeformasingleentitycalledspace-time.In1975Jianghasestablishedthemathematicaltheoryofspace-timewithSASC.Thistheoryplaysakeyrolefortheentirefieldofphysicstounlockthedeepestmysteriesoftheuniverse.IntheUniversetherearetwomatters:(I)observablesubluminalmattercalledIardyon(
6、Iocality)and(2)unobservablesuperluminalmattercalledtachyon(non-Iocality)whichcoexistinmotion.Tachyoncanbeconvertedintotardyon,andviceversa.Tardyonicrotatingmotionproducesthecentrifugalforce,buttachyonicrotatingmotionproducesthecentripetalforce,thatisgravity.Usingtardyonicandtachyoniccoexistenceprinc
7、iplewededucethenewgravitationalformula,Forestablishingthemathematicaltheoryofspace-time.wefirstdefinespace-timeringl,l(ctxZ=Lctrct+jxwherexandtarethetardyonicspaceandtimecoordinates,Cislightvelocityinvacuum,(O1(1)canbewrittenasEuIerformZ=CTo/=CTo(Ch。+/She),(2)whereCt0isthetardyonicinvariance,tardyon
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