• 凸分析(英文版)
  • 凸分析(英文版)
  • 凸分析(英文版)
  • 凸分析(英文版)
  • 凸分析(英文版)
  • 凸分析(英文版)
  • 凸分析(英文版)
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凸分析(英文版)

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作者[德]洛克菲拉 著

出版社世界图书出版公司

出版时间2011-01

版次1

装帧平装

货号3-3

上书时间2024-09-26

赵宇豪书社

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图书标准信息
  • 作者 [德]洛克菲拉 著
  • 出版社 世界图书出版公司
  • 出版时间 2011-01
  • 版次 1
  • ISBN 9787510029608
  • 定价 59.00元
  • 装帧 平装
  • 开本 24开
  • 纸张 胶版纸
  • 页数 451页
  • 正文语种 英语
【内容简介】
convexityhasbeenincreasinglyimportantinrecentyearsinthestudyofextremumproblemsinmanyareasofappliedmathematics.thepurposeofthisbookistoprovideanexpositionofthetheoryofconvexsetsandfunctionsinwhichapplicationstoextremumproblemsplaythecentralrole.
systemsofinequalities,theminimumormaximumofaconvexfunctionoveraconvexset,lagrangemultipliers,andminimaxtheoremsareamongthetopicstreated,aswellasbasicresultsaboutthestructureofconvexsetsandthecontinuityanddifferentiabilityofconvexfunctionsandsaddle-functions.dualityisemphasizedthroughout,particularlyintheformoffenchersconjugacycorrespondenceforconvexfunctions.
【目录】
Preface.
IntroductoryRemarks:aGuidefortheReader
PARTl:BASICCONCEPTS
1.AffineSets
2.ConvexSetsandCones
3.TheAlgebraofConvexSets
4.ConvexFunctions
5.FunctionalOperations

PARTII:TOPOLOGICALPROPERTIES
6.RelativeInteriorsofConvexSels
7.ClosuresofConvexFunctions
8.RecessionConesandUnboundedness
9.SomeCIosednessCriteria
10.ContinuityofConvexFunctions

PARTⅢ:DUALITYCORRESPONDENCES
11.SeparationTheorems
12.ConjugatesofConvexFunctions
13.SupportFurctions
14.PolarsofConvexSets
15.PolarsofConvexFunctions
16.DualOperations

PARTIV:REPRESENTATIONANDINEQUALITIES
17.Carath6odorysTheorem
18.ExtremePointsandFacesofConvexSets
19.PolyhedralConvexSetsandFunctions
20.SomeApplicationsofPolyhedralConvexity
21.HellysTheoremandSystemsofInequalities
22.LinearInequalities
CONTENTS

PARTV:DIFFERENTIALTHEORY
23.DirectionalDerivativesandSubgradients
24.DifferentialContinuityandMonotonicity
25.DifferentiabilityofConvexFunctions
26.TheLegendreTransformation

PARTVI:CONSTRAINEDEXTREMUMPROBLEMS
27.TheMinimumofaConvexFunction
28.OrdinaryConvexProgramsandLagrangeMultipliers
29.BifunctionsandGeneralizedConvexPrograms
30.AdjointBifunctionsandDualPrograms
31.FenchelsDualityTheorem
32.TheMaximumofaConvexFunction

PARTVII:SADDLE-FUNCTIONSANDMINIMAXTHEORY
33.Saddle-Functions
34.ClosuresandEquivalenceClasses
35.ContinuityandDifferentiabilityofSaddle-functions
36.MinimaxProblems
37.ConjugateSaddle-functionsandMinimaxTheorems
PARTVIII:CONVEXALGEBRA
38.TheAlgebraofBifunctions
39.ConvexProcesses.
CommentsandReferences
Bibliography
Index
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