representations of algebras (lecture notes in pure and applied mathematics) (hector a merklen, flavio ulhoa coelho) 0824707338外语英文电子书外语英文电子书

representations of algebras (lecture notes in pure and applied mathematics) (hector a merklen, flavio ulhoa coelho) 0824707338外语英文电子书外语英文电子书

ID:8075300

大小:12.79 MB

页数:306页

时间:2018-03-05

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1、representationsofalgebrasPUREANDAPPLIEDMATHEMATICSAProgramofMonographs,Textbooks,andLectureNotesEXECUTIVEEDITORSEarlJ.Taft,ZuhairNashedRutgersUniversityUniversityofDelawareNewBrunswick,NewJerseyNewark,DelawareEDITORIALBOARDM.S.BaouendiAnilNerodeCornellUniversityUniversityofCalifo

2、rnia,SanDiegoDonaMPassmanJaneCroninUniversityofWisconsin,RutgersUniversityMadisonJackK.HaleFredS.RobertsGeorgiaInstituteofTechnologyRutgersUniversityS.KobayashiDavidL.RussellUniversityofCalifornia,VirginiaPolytechnicInstituteBerkeleyandStateUniversityMarvinMarcusWalterSchemppUniv

3、ersityofCalifornia,UniversitiitSiegenSantaBarbaraMarkTeplyW.S.MasseyUniversityofWisconsin,YaleUniversityMilwaukeeLECTURENOTES1NPUREANDAPPLIEDMATHEMATICS1.N.Jacobsen,ExceptionalLieAlgebras2.L.-/~.LindahlandF.Poulsen,ThinSetsinHarmonicAnalysis3.I.Satake,ClassificationTheoryofSemi-S

4、impleAlgebraicGroups4.F.Hit-zebruchetal.,DifferentiableManifoldsandQuadraticForms5.I.Chavel,RiemannianSymmetricSpacesofRankOne6.R.B.Burckel,CharacterizationofC(X)AmongItsSubalgebras7.B.R.McDonaldetaL,RingTheory8.Y.-T.Siu,TechniquesofExtensiononAnalyticObjects9.S.R.CaradusetaL,Cal

5、kinAlgebrasandAlgebrasofOperatorsonBanachSpaces10.E.O.Roxineta/.,DifferentialGamesandControlTheory11.M.OtzechandC.Small,TheBrauerGroupofCommutativeRings12.S.Thornier,TopologyandItsApplications13.J.M.LopezandK.A.Ross,SidonSets14.W.W.ComfortandS.Negrepontis,ContinuousPseudometdcs15

6、.K.McKennonandJ.M.Robertson,LocallyConvexSpaces16.M.CarmeliandS.Malin,RepresentationsoftheRotationandLorentzGroups17.G.B.Seligman,RationalMethodsinLieAlgebras18.D.G.deFigueiredo,FunctionalAnalysis19.L.Cesadetal.,NonlinearFunctionalAnalysisandDifferentialEquations20.J.J.SchlJffer,

7、GeometryofSpheresinNormedSpaces21.K.YanoandM.Ken,Anti-lnvadantSubmanifolds22.W.V.Vasconcelos,TheRingsofDimensionTwo23.R.E.Chandler,HausdorffCompactifications24.S.P.FranklinandB.V.S.Thomas,Topology25.S.K.Jain,RingTheory26.B.R.McDonaldandR.A.Mords,RingTheoryII27.R.B.MuraandA.Rhemtu

8、lla,OrderableGroups28.J.R.Graef,Stabilit

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