gtm 235-sepanski___compact lie groups ( springer 2007)

gtm 235-sepanski___compact lie groups ( springer 2007)

ID:14178335

大小:1.71 MB

頁數(shù):207頁

時間:2018-07-26

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1、GraduateTextsinMathematics235EditorialBoardS.AxlerK.A.RibetGraduateTextsinMathematics1TAKEUTI/ZARING.Introductionto34SPITZER.PrinciplesofRandomWalk.AxiomaticSetTheory.2nded.2nded.2OXTOBY.MeasureandCategory.2nded.35ALEXANDER/WERMER.SeveralComplex3SCHAEFER.TopologicalVectorSpaces.VariablesandBa

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4、J.-P.SERRE.LinearRepresentationsofTheory.FiniteGroups.11CONWAY.FunctionsofOneComplex43GILLMAN/JERISON.RingsofContinuousVariableI.2nded.Functions.12BEALS.AdvancedMathematicalAnalysis.44KENDIG.ElementaryAlgebraicGeometry.13ANDERSON/FULLER.Ringsand45LOèVE.ProbabilityTheoryI.4thed.CategoriesofMod

5、ules.2nded.46LOèVE.ProbabilityTheoryII.4thed.14GOLUBITSKY/GUILLEMIN.Stable47MOISE.GeometricTopologyinMappingsandTheirSingularities.Dimensions2and3.15BERBERIAN.LecturesinFunctional48SACHS/WU.GeneralRelativityforAnalysisandOperatorTheory.Mathematicians.16WINTER.TheStructureofFields.49GRUENBERG/

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7、s.53MANIN.ACourseinMathematical22BARNES/MACK.AnAlgebraicLogic.IntroductiontoMathematicalLogic.54GRAVER/WATKINS.Combinatorieswith23GREUB.LinearAlgebra.4thed.EmphasisontheTheoryofGraphs.24HOLMES.GeometricFunctionalAnalysis55BROWN/PEARCY.Introdu

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