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代数:一门研究生课程(影印版)


作者:
I. Martin Isaacs
定价:
199.00 元
版面字数:
860千字
开本:
16开
装帧形式:
精装
版次:
1
最新版次
印刷时间:
2025年
ISBN:
978-7-04-063101-2
物料号:
63101-00
出版时间:
2025-02-14
读者对象:
学术著作
一级分类:
自然科学
二级分类:
数学与统计
三级分类:
代数学

暂无
  • 目录
    • 前辅文
      • PART ONE Noncommutative Algebra
        • CHAPTER 1 Definitions and Examples of Groups
          • CHAPTER 2 Subgroups and Cosets
            • CHAPTER 3 Homomorphisms
              • CHAPTER 4 Group Actions
                • CHAPTER 5 The Sylow Theorems and p-groups
                  • CHAPTER 6 Permutation Groups
                    • CHAPTER 7 New Groups from Old
                      • CHAPTER 8 Solvable and Nilpotent Groups
                        • CHAPTER 9 Transfer
                          • CHAPTER 10 Operator Groups and Unique Decompositions
                            • CHAPTER 11 Module Theory without Rings
                              • CHAPTER 12 Rings, Ideals, and Modules
                                • CHAPTER 13 Simple Modules and Primitive Rings
                                  • CHAPTER 14 Artinian Rings and Projective Modules
                                    • CHAPTER 15 An Introduction to Character Theory
                                    • PART TWO Commutative Algebra
                                      • CHAPTER 16 Polynomial Rings, PIDs, and UFDs
                                        • CHAPTER 17 Field Extensions
                                          • CHAPTER 18 Galois Theory
                                            • CHAPTER 19 Separability and Inseparability
                                              • CHAPTER 20 Cyclotomy and Geometric Constructions
                                                • CHAPTER 21 Finite Fields
                                                  • CHAPTER 22 Roots, Radicals, and Real Numbers
                                                    • CHAPTER 23 Norms, Traces, and Discriminants
                                                      • CHAPTER 24 Transcendental Extensions
                                                        • CHAPTER 25 The Artin-Schreier Theorem
                                                          • CHAPTER 26 Ideal Theory
                                                            • CHAPTER 27 Noetherian Rings
                                                              • CHAPTER 28 Integrality
                                                                • CHAPTER 29 Dedekind Domains
                                                                  • CHAPTER 30 Algebraic Sets and the Nullstellensatz
                                                                  • Index

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