• 实分析和抽象分析
  • 实分析和抽象分析
  • 实分析和抽象分析
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实分析和抽象分析

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作者[美]休伊特(Hewitt E.) 著

出版社世界图书出版公司

出版时间2009-04

版次1

装帧平装

上书时间2023-05-11

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图书标准信息
  • 作者 [美]休伊特(Hewitt E.) 著
  • 出版社 世界图书出版公司
  • 出版时间 2009-04
  • 版次 1
  • ISBN 9787510004476
  • 定价 45.00元
  • 装帧 平装
  • 开本 24开
  • 纸张 胶版纸
  • 页数 476页
【内容简介】
Thisbookisfirstofalldesignedasatextforthecourseusuallycalled"theoryoffunctionsofarealvariable".ThiscourseisatpresentcustomarilyofferedasafirstorsecondyeargraduatecourseinUnitedStatesuniversities,althoughtherearesignsthatthissortofanalysiswillsoonpenetrateupperdivisionundergraduatecurricula.Wehaveincludedeverytopicthatwethinkessentialforthetrainingofanalysts,andwehavealsogonedownanumberofinterestingbypaths.Wehopetoothatthebookwillbeusefulasareferenceformaturemathematiciansandotherscientificworkers.Hencewehavepresentedverygeneralandcompleteversionsofanumberofimportanttheoremsandconstructions.Sincethesesophisticatedversionsmaybedifficultforthebeginner,weavegivenelementaryavatarsofallimportanttheorems,withappropriatesuggestionsforskipping.Wehavegivencompletedefinitions,explanations,andproofsthroughout,sothatthebookshouldbeusableforindividualstudyaswellasforacoursetext
【目录】
ChapterOne:SetTheoryandAlgebra

Section1.Thealgebraofsets

Section2.Relationsandfunctions

Section3.Theaxiomofchoiceandordinalnumbers

Section4.Cardinalnumbersandordinalnumbers

Section5.Constructionoftherealandcomplexnumberfields

ChapterTwo:TopologyandContinuousFunctions

Section8.Theriemann-Stieltjesintegral

Section9.Extendingcertainfunctionals

Section10.Measuresandmeasurablesets

Section11.Measurablefunctions

Section12.TheabstractLebesgueintegral

ChapterFour:FunctionSpacesandBanachSpaces

Section13.Thespaces

Section14.AbstractBanachspaces

Section15.Theconjugatespace

Section16.AbstractHilbertspaces

ChapterFive:Differentiation

Section17.Differentiableandnondifferentiablefunctions

Section18.Absolutelycontinuousfunctions

Section19.ComplexmeasuresandtheLEBESGUE-RADON-NIKODYMtheorem

Section20.ApplicationsoftheLEBESGUE-RADON-NIKODYMtheorem

ChapterSix:IntegrationonProductSpaces

Section21.Theproductoftwomeasurespaces

Section22.Productsofinfinitelymanymeasurespaces

IndexofSymbols

IndexofAuthorsandTerms
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