Uniform Central Limit Theorems(Dudley)

Uniform Central Limit Theorems(Dudley)

ID:39907005

大小:3.81 MB

页数:451页

时间:2019-07-14

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2、suretheoremforGaussianprocesses,anextendedtreatmentofVapnik-Cernovenkiscombinatorics,theOssianderL2bracketingcentrallimittheorem,theGine-Zinnbootstrapcentrallimittheoreminprobability,theBronsteintheoremonapproximationofconvexsets,andtheShortheoremonratesofcon

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4、illinterestmathematiciansworkinginprobability,mathematicalstatisticians,andcomputerscientistsworkingincomputerlearningtheory.R.M.DudleyisProfessorofMathematicsattheMassachusettsInstituteofTechnologyinCambridge,Massachusetts.CambridgeStudiesinAdvancedMathemati

5、cs63EditorialBoard:W.Fulton,D.J.H.Garling,T.tomDieck,P.WaltersAlreadypublished2K.PetersenErgodictheory3P.T.JohnstoneStonespaces5J.-P.KahaneSomerandomseriesoffunctions,2ndedition7J.Lambek&P.J.ScottIntroductiontohigher-ordercategoricallogic8H.MatsumuraCommutati

6、veringtheory9C.B.ThomasCharacteristicclassesandthecohomologyoffinitegroups10M.AschbacherFinitegrouptheory11J.L.AlperinLocalrepresentationtheory12P.KoosisThelogarithmicintegralI13A.PietschEigenvaluesands-numbers14S.J.PattersonAnintroductiontothetheoryoftheRiem

7、annzeta-function15H.J.BauesAlgebraichomotopy16V.S.VaradarajanIntroductiontoharmonicanalysisonsemisimpleLiegroups17W.Dicks&M.DunwoodyGroupsactingongraphs18L.J.Corwin&F.P.GreenleafRepresentationsofnilpotentLiegroupsandtheirapplications19R.Fritsch&R.PiccininiCel

8、lularstructuresintopology20H.KlingenIntroductorylecturesonSiegelmodularforms21P.KoosisThelogarithmicintegralII22M.J.CollinsRepresentationsandcharactersoffinitegroups24H.KunitaStochasticfl

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