• 幺半群理论的同调方法(英文版)
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幺半群理论的同调方法(英文版)

150 九品

库存4件

北京通州
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作者Javed、Liu Zhongkui 著

出版社科学出版社

出版时间2008-01

版次1

装帧精装

货号YD2-B

上书时间2023-07-29

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图书标准信息
  • 作者 Javed、Liu Zhongkui 著
  • 出版社 科学出版社
  • 出版时间 2008-01
  • 版次 1
  • ISBN 9787030201034
  • 定价 56.00元
  • 装帧 精装
  • 开本 16开
  • 纸张 胶版纸
  • 页数 215页
【内容简介】
Thisbookoffersacomprehensivesurveyoftheareaofmonoids.ItincludesinjectiveandweaklyinjectiveS-acts,theconceptofprojectiveS-acts,somefundamentalandinterestingresultsconcerningstrongflatness,condition(P)andflatnessofS-acts,someresultsonhomologicalclassificationofmonoids,thestudyofsheavesforclassesofmonoidsandS-acts,analogoustothesheavesforclassesofringsandmodules.Thisvolumewillbeofinteresttoresearchers,graduatestudentsandscientistsofmathematics.
【目录】
Preface
Chapter1FundamentalConcepts
1.1RelationsandLattices
1.2CategoriesandFunctors
1.3BasicConceptsinSemigroups
1.4S-actsandS-homomorphisms
1.5PrimeandSemiprimeS-actsoverMonoidswithZero

Chapter2InjectiveandWeaklyInjectiveS-ActsandRelatedConcepts
2.1InjectiveS-acts
2.2WeaklyInjectiveS-acts
2.3CompletelyRightInjectiveMonoids
2.4Quasi-injectiveS-actsandCompletelyQuasi-injectiveMonoids

Chapter3RelativelyInjectiveS-actsandRelatedConcepts
3.1P-injectiveandDivisibleS-acts
3.2CharacterizationofMonoidsbyP-injectiveS-acts
3.3WeaklyRegularMonoidsandNormalS-acts
3.4HereditaryandSemihereditaryMonoids
3.5HereditaryandCohereditaryS-acts
3.6CompletelyRightFSF-injectiveMonoids

Chapter4ProjectiveS-Acts
4.1ProjectiveS-acts
4.2CompletelyRightProjectiveMonoids
4.3Quasi-projectiveS-acts
4.4(x,y)-projectiveS-acts
4.5ProductsofProjectiveS-acts
4.6ProjectiveActsoverFactorisableSemigroups

Chapter5FlatS-Acts
5.1TheFunctor
5.2FlatnessandCondition(P)
53StronglyFlatS-acts

Chapter6HomologicalClassificationofMonoidsbyFlatness
6.1StrongFlatnessofCondition(P)Acts
6.2Condition(P)PropertyofFlatActs
6.3StrongFlatnessofFlatActs
6.4RightPerfectMonoids

Chapter7SomeTopicsRelativetoFlatness
7.1vonNeumannRegularMonoids
7.2RegularityandFlatnessofActs
7.3RelativeFlatnessandStronglyFaithfulActs
7.4PurityofActs
7.5FlatnessinSPOS

Chapter8SheavesforClassesofMonoids
8.1AHistoricalIntroductionofSheafTheoryinAlgebra
8.2SheavesofvonNeumannRegularMonoidswithZero
8.3PureIdealsofaMonoidwithZero
8.4PureSpectrumofaMonoidwithZero
8.5S-acts
8.6FirstRepresentationTheorem
8.7SecondRepresentationTheorem
Bibliography
Index
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