sums general relativity (n.m.j. woodhouse)

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1、SpringerUndergraduateMathematicsSeriesAdvisoryBoardM.A.J.ChaplainUniversityofDundeeK.ErdmannOxfordUniversityA.MacIntyreQueenMary,UniversityofLondonL.C.G.RogersUniversityofCambridgeE.SüliOxfordUniversityJ.F.TolandUniversityofBathOtherbooksinthisseriesAFirstCourseinDiscret

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5、nesandJ.M.JonesIntroductiontoLaplaceTransformsandFourierSeriesP.P.G.DykeIntroductiontoLieAlgebrasK.ErdmannandM.J.WildonIntroductiontoRingTheoryP.M.CohnIntroductoryMathematics:AlgebraandAnalysisG.SmithLinearFunctionalAnalysisB.P.RynneandM.A.YoungsonMathematicsforFinance:A

6、nIntroductiontoFinancialEngineeringM.Capi´nksiandT.ZastawniakMatrixGroups:AnIntroductiontoLieGroupTheoryA.BakerMeasure,IntegralandProbability,SecondEditionM.Capi´nksiandE.KoppMetricspacesM.Ó.SearcóidMultivariateCalculusandGeometry,SecondEditionS.DineenNumericalMethodsfor

7、PartialDifferentialEquationsG.Evans,J.Blackledge,P.YardleyProbabilityModelsJ.HaighRealAnalysisJ.M.HowieSets,LogicandCategoriesP.CameronSpecialRelativityN.M.J.WoodhouseSymmetriesD.L.JohnsonTopicsinGroupTheoryG.SmithandO.TabachnikovaVectorCalculusP.C.MatthewsN.M.J.Woodhous

8、eGeneralRelativityWith33FiguresN.M.J.WoodhouseMathematicalInstitute24-29StGiles’OxfordOX13LBUKCoverillu