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A. Adrian Albert Collected Mathematical Papers Volume 3 Part 1 - Algebra

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Description

This comprehensive volume presents the collected mathematical papers of A. Adrian Albert, one of the twentieth century's most influential algebraists. Part 1 focuses on associative algebras and Riemann matrices, showcasing Albert's groundbreaking contributions to the theory of the Brauer group, central simple algebras, and related mathematical structures. Albert's pioneering work in these fields remains essential to contemporary research in algebra and related disciplines. Mathematicians, researchers, and academics studying advanced algebraic theory, the Brauer group, Riemann matrices, and central simple algebras will find this collection invaluable. The volume is part of the broader Collected Works Series by the American Mathematical Society, documenting a scholarly legacy that continues to influence modern mathematical thought and discovery across multiple research areas.

Key Features

Collected papers of A. Adrian Albert focus on associative algebras and Riemann matrices in Part 1 of Volume 3.

Covers Albert's foundational work on the Brauer group and central simple algebras with lasting research relevance.

Part 2 addresses nonassociative algebras and miscellaneous topics to provide comprehensive coverage of Albert's contributions.

Published by the American Mathematical Society as part of the Collected Works Series for academic reference.

Essential resource for mathematicians researching twentieth-century algebraic theory and contemporary applications.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
25 March 1993
Listed Since
17 October 2006

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