斯普林格数学研究生教材丛书.pdf

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1、《斯普林格数学研究生教材丛书》（GraduateTextsinMathematics）GTM001《IntroductiontoAxiomaticSetTheory》GaisiTakeuti,WilsonM.ZaringGTM002《MeasureandCategory》JohnC.Oxtoby（测度和范畴）（2ed.）GTM003《TopologicalVectorSpaces》H.H.Schaefer,M.P.Wolff（2ed.）GTM004《ACourseinHomologicalAlgebra》P.J.Hilton,U.Stammbach

2、（2ed.）（同调代数教程）GTM005《CategoriesfortheWorkingMathematician》SaundersMacLane（2ed.）GTM006《ProjectivePlanes》DanielR.Hughes,FredC.Piper（投射平面）GTM007《ACourseinArithmetic》Jean-PierreSerre（数论教程）GTM008《Axiomaticsettheory》GaisiTakeuti,WilsonM.Zaring（2ed.）GTM009《IntroductiontoLieAlgebrasan

3、dRepresentationTheory》JamesE.Humphreys（李代数和表示论导论）GTM010《ACourseinSimple-HomotopyTheory》M.MCohenGTM011《FunctionsofOneComplexVariableⅠ》JohnB.ConwayGTM012《AdvancedMathematicalAnalysis》RichardBealsGTM013《RingsandCategoriesofModules》FrankW.Anderson,KentR.Fuller（环和模的范畴）（2ed.）GTM014《

4、StableMappingsandTheirSingularities》MartinGolubitsky,VictorGuillemin（稳定映射及其奇点）GTM015《LecturesinFunctionalAnalysisandOperatorTheory》SterlingK.BerberianGTM016《TheStructureofFields》DavidJ.Winter（域结构）GTM017《RandomProcesses》MurrayRosenblattGTM018《MeasureTheory》PaulR.Halmos（测度论）GTM0

5、19《AHilbertSpaceProblemBook》PaulR.Halmos（希尔伯特问题集）GTM020《FibreBundles》DaleHusemoller（纤维丛）GTM021《LinearAlgebraicGroups》JamesE.Humphreys（线性代数群）GTM022《AnAlgebraicIntroductiontoMathematicalLogic》DonaldW.Barnes,JohnM.MackGTM023《LinearAlgebra》WernerH.Greub（线性代数）GTM024《GeometricFuncti

6、onalAnalysisandItsApplications》PaulR.HolmesGTM025《RealandAbstractAnalysis》EdwinHewitt,KarlStrombergGTM026《AlgebraicTheories》ErnestG.ManesGTM027《GeneralTopology》JohnL.Kelley（一般拓扑学）GTM028《CommutativeAlgebra》VolumeⅠOscarZariski,PierreSamuel（交换代数）GTM029《CommutativeAlgebra》VolumeⅡO

7、scarZariski,PierreSamuel（交换代数）GTM030《LecturesinAbstractAlgebraⅠ.BasicConcepts》NathanJacobson（抽象代数讲义Ⅰ基本概念分册）GTM031《LecturesinAbstractAlgebraⅡ.LinearAlgabra》Nathan.Jacobson（抽象代数讲义Ⅱ线性代数分册）GTM032《LecturesinAbstractAlgebraⅢ.TheoryofFieldsandGaloisTheory》Nathan.Jacobson（抽象代数讲义Ⅲ域和伽罗瓦

8、理论）GTM033《DifferentialTopology》MorrisW.Hirsch（微分拓扑）GTM034《Pri