CSAM021The Logarithmic Integral Volume 2 (C...

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1、=11-11rCambridgeStudiesinAdvancedMathematics21EditorialBoardD.J.H.Garling,D.Gorenstein,T.tomDieck,P.WaltersTHELOGARITHMICINTEGRALIIAlreadypublished1W.M.L.HolcombeAlgebraicautomatatheory2K.PetersenErgodictheory3P.T.JohnstoneStonespaces4W.H.SchikhofUltrametriccalculus5J.-P.KahaneSomerando

2、mseriesoffunctions,2ndedition6H.CohnIntroductiontotheconstructionofclassfields7J.Lambek&P.J.ScottIntroductiontohigher-ordercategoricallogic8H.MatsumuraCommutativeringtheory9C.B.ThomasCharacteristicclassesandthecohomologyoffinitegroups10M.AschbacherFinitegrouptheory11J.L.AlperinLocalrepr

3、esentationtheory12P.KoosisThelogarithmicintegralI13A.PietschEigenvaluesands-numbers14S.J.PattersonAnintroductiontothetheoryoftheRiemannzeta-function15H.J.BauesAlgebraichomotopy16V.S.VaradarajanIntroductiontoharmonicanalysisonsemisimpleLiegroups17W.Dicks&M.DunwoodyGroupsactingongraphs18L

4、.J.Corwin&F.P.GreenleafRepresentationsofnilpotentLiegroupsandtheirapplications19R.Fritsch&R.PiccininiCellularstructuresintopology20H.KlingenIntroductorylecturesonSiegelmodularforms21PaulKoosisThelogarithmicintegral:II22M.J.CollinsRepresentationsandcharactersoffinitegroups23H.KunitaStoch

5、asticflowsandstochasticdifferentialequations24P.WojtaszczykBanachspacesforanalysts25J.E.Gilbert&M.A.M.MurrayCliffordalgebrasandDiracoperatorsinharmonicanalysis26A.Frohlich&M.J.TaylorAlgebraicnumbertheory27K.Goebel&W.A.KirkTopicsinmetricfixedpointtheory28J.F.HumphreysReflectiongroupsandC

6、oxetergroups29D.J.BensonRepresentationsandcohomologyI30D.J.BensonRepresentationsandcohomologyIIlogM(t)dtI+t2ThelogarithmicintegralIIPAULKOOSISMcGillUniversityinMontrealAMBRIDGEUNIVERSITYPRESSCAMBRIDGEUNIVERSITYPRESSCambridge,NewYork,Melbourne,Madrid,CapeTown,Singapore,SaoPaulo,DelhiCamb

7、ridgeUniversityPressTheEdinburghBuilding,CambridgeCB28RU,UKPublishedintheUnitedStatesofAmericabyCambridgeUniversityPress,NewYorkwww.cambridge.orgInformationonthistitle:www.cambridge.org/9780521102544©CambridgeUniversityPress1992Thispublicationisincopyright.Subjecttostatutoryexc