CONTENTS ContentsofBasic Algebra x Preface xi List of Figures xv Dependence amongChapters xvi Guide forthe Reader xvii Notation and Terminology xxi I. TRANSITIONTO MODERNNUMBERTHEORY 1 1. Historical Background 1 2. Quadratic Reciprocity 8 3. Equival
Homological Algebra has grown in the nearly three decades since the first edition of this book appeared in 1979. Two books discussing more recent results are Weibel, An Introduction to Homological Algebra, 1994, and Gelfand– Manin, Methods of Homolo
代数拓扑与同调论 Algebraic Topology ........................................................................................... Allen Hatcher Title Page Table of Contents Preface Standard Notations 同调论 .......................................................
几乎包含了数学领域的所有方向，诸多原版经典，并且按数学分支分门别类 书名列表 ====================================================== Algebra : A Computational Introduction To Number Theory And Algebra - Victor Shoups A course in computational algebraic number theory - Cohen A Course in H
在抽象代数中,交换代数旨在探讨交换环及其理想,以及交换环上的模Contents
Introduction
for the bes
r
2
requisites
6
a First Cot
ourse
howled e
0 Elementary Definitions
11
0. 1 Ringy and Ides
0.2 Unique Factorization
0 3 Modules
Basic constructions
19
1 Roots of c
tative Algebra
21
1.
