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Table of Contents
Preface
1 Rings
2 Ideals and divisibility
3 Modules
4 Field extensions
5 Modules over principal ideal rings
6 Noetherian and artinian rings. Primary decomposition
7 First steps in homological algebra
8 Tensor products and determinants
9 Commutative algebra: the normalization theorem, dimension theory, Dedekind rings
Appendix
References
Index.-
1 Rings
2 Ideals and divisibility
3 Modules
4 Field extensions
5 Modules over principal ideal rings
6 Noetherian and artinian rings. Primary decomposition
7 First steps in homological algebra
8 Tensor products and determinants
9 Commutative algebra: the normalization theorem, dimension theory, Dedekind rings
Appendix
References
Index.-