Commutative Algebra I
Commutative Algebra I by Oscar Zariski, published by Springer New York on November 13, 1975, is a comprehensive resource designed for a basic graduate course in modern algebra. This first edition, comprising 334 pages, aims to provide a self-contained exploration of the subject, emphasizing clarity and detailed explanations in its proofs to support both students and experienced mathematicians.
Readers will find a thorough treatment of various topics within commutative algebra, with multiple proofs offered for key results to enhance understanding of different methods. The book’s approach is tailored to foster a deeper grasp of algebraic concepts, making it suitable for those looking to expand their knowledge in mathematics and algebra.
Official synopsis Publisher
From the Preface: “We have preferred to write a self-contained book which could be used in a basic graduate course of modern algebra. It is also with an eye to the student that we have tried to give full and detailed explanations in the proofs… We have also tried, this time with an eye to both the student and the mature mathematician, to give a many-sided treatment of our topics, not hesitating to offer several proofs of one and the same result when we thought that something might be learned, as to methods, from each of the proofs.”
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