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portada Commutative Algebra: Constructive Methods: Finite Projective Modules
Type
Physical Book
Author
Publisher
Language
English
Pages
996
Format
Paperback
Dimensions
23.4x15.6x5.2 cm
Weight
1.43 kg.
ISBN13
9789402403992
Categories

Commutative Algebra: Constructive Methods: Finite Projective Modules

Henri Lombardi (Author) · Claude Quitté (Author) · Springer · Paperback

Commutative Algebra: Constructive Methods: Finite Projective Modules - Lombardi, Henri ; Quitté, Claude

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Synopsis "Commutative Algebra: Constructive Methods: Finite Projective Modules"

Translated from the popular French edition, this book offers a detailed introduction to various basic concepts, methods, principles, and results of commutative algebra. It takes a constructive viewpoint in commutative algebra and studies algorithmic approaches alongside several abstract classical theories. Indeed, it revisits these traditional topics with a new and simplifying manner, making the subject both accessible and innovative.The algorithmic aspects of such naturally abstract topics as Galois theory, Dedekind rings, Prüfer rings, finitely generated projective modules, dimension theory of commutative rings, and others in the current treatise, are all analysed in the spirit of the great developers of constructive algebra in the nineteenth century. This updated and revised edition contains over 350 well-arranged exercises, together with their helpful hints for solution. A basic knowledge of linear algebra, group theory, elementary number theory as well as the fundamentals of ring and module theory is required. Commutative Algebra: Constructive Methods will be useful for graduate students, and also researchers, instructors and theoretical computer scientists.

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