Graduate algebra

Graduate algebra

by Rowen, Louis Halle

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"This book is an expanded text for a graduate course in commutative algebra, focusing on the algebraic underpinnings of algebraic geometry and of number theory. Accordingly, the theory of affine algebras is featured, treated both directly and via the theory of Noetherian and Artinian modules, and the theory of graded algebras is included to provide the foundation for projective varieties."--Jacket.

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Title Statements

  • Full title :Graduate algebra / Louis Halle Rowen.

Summary

"This book is an expanded text for a graduate course in commutative algebra, focusing on the algebraic underpinnings of algebraic geometry and of number theory. Accordingly, the theory of affine algebras is featured, treated both directly and via the theory of Noetherian and Artinian modules, and the theory of graded algebras is included to provide the foundation for projective varieties."--Jacket.

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Edition Statements

  • Publication Date:©2006-2008.

Publication Statements

The Physical Object

  • Description:2 volumes ; : 27 cm.

Edition Identifiers

  • ISBN:9780821805701, 0821805703, 9780821841532, 082184153X
  • oclc:ocn196218209
  • LC Classification:QA251.3
  • Dewey Decimal:512/.44

Table of Contents

v. 1. Commutative view -- v. 2. Noncommutative view.

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Subjects

Algebra algèbre commutative Algèbres non commutatives Anéis e álgebras comutativos Anneaux commutatifs Commutative algebra Commutative rings Géométrie affine Géométrie algébrique Geometry, Affine Geometry, Algebraic Modules (Algebra) Modules (Algèbre) Noncommutative algebras

Writers

Rowen, Louis Halle

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  • Graduate Algebra: Commutative View -- (.djvu)

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  • Graduate Algebra: Commutative View -- (.pdf)

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  • Graduate Algebra: Noncommutative View -- (.djvu)

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  • Graduate Algebra: Noncommutative View -- (.pdf)

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  • Graduate algebra: commutative view -- (.djvu)

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  • Graduate algebra: noncommutative view -- (.djvu)

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  • Graduate algebra: commutative view -- (.djvu)

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  • Graduate algebra: noncommutative view -- (.pdf)

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