springer an invitation to morse theory (l. nicolaescu 2007)外语英文电子书

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1、UniversitextEditorialBoard(NorthAmerica):S.AxlerK.A.RibetUniversitextEditors(NorthAmerica):S.AxlerandK.A.RibetAguilar/Gitler/Prieto:AlgebraicTopologyfromaHomotopicalViewpointAksoy/Khamsi:NonstandardMethodsinFixedPointTheoryAndersson:TopicsinComplexAnalysisAupetit

2、:APrimeronSpectralTheoryBachman/Narici/Beckenstein:FourierandWaveletAnalysisBadescu:AlgebraicSurfacesBalakrishnan/Ranganathan:ATextbookofGraphTheoryBalser:FormalPowerSeriesandLinearSystemsofMeromorphicOrdinaryDifferentialEquationsBapat:LinearAlgebraandLinearModel

3、s(2nded.)Berberian:FundamentalsofRealAnalysisBlyth:LatticesandOrderedAlgebraicStructuresBoltyanskii/Efremovich:IntuitiveCombinatorialTopology(Shenitzer,trans.)Booss/Bleecker:TopologyandAnalysisBorkar:ProbabilityTheory:AnAdvancedCourseBöttcher/Silbermann:Introduct

4、iontoLargeTruncatedToeplitzMatricesCarleson/Gamelin:ComplexDynamicsCecil:LieSphereGeometry:WithApplicationstoSubmanifoldsChae:LebesgueIntegration(2nded.)Charlap:BieberbachGroupsandFlatManifoldsChern:ComplexManifoldsWithoutPotentialTheoryCohn:AClassicalInvitationt

5、oAlgebraicNumbersandClassFieldsCurtis:AbstractLinearAlgebraCurtis:MatrixGroupsDebarre:Higher-DimensionalAlgebraicGeometryDeitmar:AFirstCourseinHarmonicAnalysis(2nded.)DiBenedetto:DegenerateParabolicEquationsDimca:SingularitiesandTopologyofHypersurfacesEdwards:AFo

6、rmalBackgroundtoMathematicsIa/bEdwards:AFormalBackgroundtoMathematicsIIa/bEngel/Nagel:AShortCourseonOperatorSemigroupsFarenick:AlgebrasofLinearTransformationsFoulds:GraphTheoryApplicationsFriedman:AlgebraicSurfacesandHolomorphicVectorBundlesFuhrmann:APolynomialAp

7、proachtoLinearAlgebraGardiner:AFirstCourseinGroupTheoryGårding/Tambour:AlgebraforComputerScienceGoldblatt:OrthogonalityandSpacetimeGeometryGustafson/Rao:NumericalRange:TheFieldofValuesofLinearOperatorsandMatricesHahn:QuadraticAlgebras,CliffordAlgebras,andArithmet

8、icWittGroupsHeinonen:LecturesonAnalysisonMetricSpacesHolmgren:AFirstCourseinDiscreteDynamicalSystemsHowe/Tan:Non-AbelianHarmonicAnalysis:ApplicationsofSL(2,R)H