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MORITA 等价理论及其推广(英文版)
  • 书号:7030084896
    作者:汪明义
  • 外文书名:
  • 装帧:
    开本:B5
  • 页数:196
    字数:200000
    语种:
  • 出版社:科学出版社
    出版时间:2006-06-12
  • 所属分类:Z89 文摘、索引
  • 定价: ¥70.00元
    售价: ¥55.30元
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目录

  • Preface
    Chapter 1 Preliminaries
    1.1 Some Basic Concepts about Equivalences
    1.2 Grothendieck Categories
    1.3 The Morita Theory of Equivalences
    1.4 Basic Concepts of Coalgebras and Comodules
    Chapter 2 Fuller's Equivalence
    2.1 Definitions and Basic Facts
    2.2 Fuller's Equivalence Theorems
    2.3 The Properties of Quasi-progenerators
    Chapter 3 Equivalences Studied by Sato and Azumaya
    3.1 Sato's Equivalences
    3.2 Azumaya's Equivalences
    Chapter 4 Classical Tilting Modules and Equivalences
    4.1 Tilting Theorem for Classical Tilting Modules
    4.2 The Characterizations of Classical Tilting Modules
    4.3 Generalized Classical Tilting Modules
    Chapter 5 Equivalences Induced by*-Modules
    5.1 Representable Equivalences of Subcategories
    5.2 Every*-Module Is Finitely Generated
    5.3 Some Characterizations of*-Modules
    Chapter 6 Applications of the Theories for *.Modules
    6.1 Some Characterizations of Classical Tilting Modules by*-Modules
    6.2 Equivalences Between Projective.Injective Modules
    6.3 Examples
    6.4 Relations Between Some Classes Involved *-Modules
    6.5 Recent Developments about the Tilting Theory
    Chapter 7 Morita-Like Equiralence
    7.1 Morita—Like Equivalence and XST—Rings
    7.2 Morita Theory for XST-Rings
    Chapter 8 A Characterization for Comodule Category
    8.1 Two Functors h_c(-,-)and-□C_
    8.2 Locally Finite Abelian Categories
    8.3 A Characterization of Comodules Categories
    Chapter 9 Morita-Takeuchi Equivalence
    9.1 Morita-Takeuchi Pre-equivalence Data
    9.2 Constructing a Morita-Takeuchi Equivalence
    Chapter 10 Strongly Equivalences
    10.1 Morita’s Theorem for Coalgebras
    10.2 Lin’s Theorem for Strong Equivalence
    10.3 Some Improvements for Strongly Equivalence
    10.4 Examples
    Chapter 11 QcF and Conoetherian Coalgebras
    11.1 Introduction
    1 1.2 Some Characterizations for QcF-coalgebras
    11.3 Conoetherian Coalgebras
    Chapter 12 Equivalences and Tilting Comodules
    12.1 Co-Noetherian Coalgebras
    12.2 Some Basic Properties for Co-Hom
    12.3 Equivalences and Classical Tilting Comodules
    Chapter 13 Properties Preserved by Equivalences
    13.1 Some Basic Propositions Preserved by M-T Equivalence
    13.2 Propositions Preserved by Strongly Equivalence
    Chapter 14 A List of Some Open Problems
    Bibliography
    Index
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