韦伊 函数域上的黎曼假设

韦伊 函数域上的黎曼假设

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1、OntheRiemannHypothesisinFunction-FieldsAuthor(s):AndreWeilSource:ProceedingsoftheNationalAcademyofSciencesoftheUnitedStatesofAmerica,Vol.27,No.7(Jul.15,1941),pp.345-347Publishedby:NationalAcademyofSciencesStableURL:http://www.jstor.org/stable/86919Accessed:

2、25/07/200910:42YouruseoftheJSTORarchiveindicatesyouracceptanceofJSTOR'sTermsandConditionsofUse,availableathttp://www.jstor.org/page/info/about/policies/terms.jsp.JSTOR'sTermsandConditionsofUseprovides,inpart,thatunlessyouhaveobtainedpriorpermission,youmayno

3、tdownloadanentireissueofajournalormultiplecopiesofarticles,andyoumayusecontentintheJSTORarchiveonlyforyourpersonal,non-commercialuse.Pleasecontactthepublisherregardinganyfurtheruseofthiswork.Publishercontactinformationmaybeobtainedathttp://www.jstor.org/act

4、ion/showPublisher?publisherCode=nas.EachcopyofanypartofaJSTORtransmissionmustcontainthesamecopyrightnoticethatappearsonthescreenorprintedpageofsuchtransmission.JSTORisanot-for-profitorganizationfoundedin1995tobuildtrusteddigitalarchivesforscholarship.Wework

5、withthescholarlycommunitytopreservetheirworkandthematerialstheyrelyupon,andtobuildacommonresearchplatformthatpromotesthediscoveryanduseoftheseresources.FormoreinformationaboutJSTOR,pleasecontactsupport@jstor.org.NationalAcademyofSciencesiscollaboratingwithJ

6、STORtodigitize,preserveandextendaccesstoProceedingsoftheNationalAcademyofSciencesoftheUnitedStatesofAmerica.http://www.jstor.orgVOL.27,1941MATHEMATICS:A.WEIL345invariantsubgroupoforder1+3k.Sincesls2isoforder3wehave(S1s2)3=(SlS2-1S152)3=1.Itiseasytoprovethat

7、Sls2slgeneratesacyclicgroupwhosegeneratorsarecommutativewiththeirconjugatesundersiandunders2.Thatis,ifagroupcontainsamaximalsubgroupoforder3itcontainsaninvariantabeliansubgroupofindex3whichiseithercyclicoroftype1m.Thegroupswhichcontainmaximalsubgroupsoforde

8、r2oroforder3maythereforeberegardedasdetermined,butthosewhichcontainmaximalsubgroupsoforder2arenaturallyconsiderablysimplerthanthosewhichcontainmaximalsubgroupsoforder3.1Cf.thesePROCEEDINGS27,212-216(19

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