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Categories, algebraic structures, linear and homological algebra / Henri Bourlès.

By: Contributor(s): Series: Fundamentals of advanced mathematics ; 1.Publisher: London, UK : ISTE Press ; Kidlington, Oxford, UK : Elsevier, 2017Description: 1 online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9780081021125
  • 0081021127
Subject(s): Genre/Form: LOC classification:
  • QA152.3
Online resources:
Contents:
Front Cover; Fundamentals of Advanced Mathematics 1: Categories, Algebraic Structures, Linear and Homological Algebra ; Dedication ; Copyright ; Contents; Preface; List of Notations; Standard notation; Categories ; Functors ; Structures ; Monoids and ordered sets ; Groups ; Rings and algebras ; Additional concepts from linear algebra ; Notions of Commutative Algebra ; Homological notions ; Modules over principal ideal domains and related notions ; 1. Categories and Functors; 1.1. Categories; 1.2. Functors; 1.3. Structures; 2. Elementary Algebraic Structures; 2.1. Monoids and ordered sets
2.2. Groups2.3. Rings and algebras; 3. Modules and Algebras; 3.1. Additional concepts from linear algebra; 3.2. Notions of commutative algebra; 3.3. Homological notions; 3.4. Modules over principal ideal domains and related notions; Bibliography; Cited Authors; Index; Back Cover
Item type: eBooks
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Online resource; title from PDF title page (ScienceDirect, viewed July 20, 2017).

Includes bibliographical references and index.

Front Cover; Fundamentals of Advanced Mathematics 1: Categories, Algebraic Structures, Linear and Homological Algebra ; Dedication ; Copyright ; Contents; Preface; List of Notations; Standard notation; Categories ; Functors ; Structures ; Monoids and ordered sets ; Groups ; Rings and algebras ; Additional concepts from linear algebra ; Notions of Commutative Algebra ; Homological notions ; Modules over principal ideal domains and related notions ; 1. Categories and Functors; 1.1. Categories; 1.2. Functors; 1.3. Structures; 2. Elementary Algebraic Structures; 2.1. Monoids and ordered sets

2.2. Groups2.3. Rings and algebras; 3. Modules and Algebras; 3.1. Additional concepts from linear algebra; 3.2. Notions of commutative algebra; 3.3. Homological notions; 3.4. Modules over principal ideal domains and related notions; Bibliography; Cited Authors; Index; Back Cover

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