Algebras, rings and modules: Vol. 1

Book Cover
Publisher:
Kluwer Academic Publishers,
Pub. Date:
2004.
Language:
English
Description
The text of the first volume of the book covers the major topics in ring and module theory and includes both fundamental classical results and more recent developments. The basic tools of investigation are methods from the theory of modules, which allow a very simple and clear approach both to classical and new results. An unusual main feature of this book is the use of the technique of quivers for studying the structure of rings. A considerable part of the first volume of the book is devoted to a study of special classes of rings and algebras, such as serial rings, hereditary rings, semidistributive rings and tiled orders. Many results of this text until now have been available in journal articles only.

This book is aimed at graduate and post-graduate students and for all mathematicians who use algebraic techniques in their work.

This is a self-contained book which is intended to be a modern textbook on the structure theory of associative rings and algebras and is suitable for independent study.

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Grouping Information

Grouped Work ID fa62569d-1e93-8869-33fd-2f4e4b3cd2c6
Grouping Title algebras rings and modules vol 1
Grouping Author hazewinkel michiel
Grouping Category book
Last Grouping Update 2018-10-10 01:06:21AM
Last Indexed 2018-12-18 05:12:51AM

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auth_author2 Gubareni, Nadezhda Mikhaĭlovna., Kirichenko, Vladimir V.
author Hazewinkel, Michiel.
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publishDate 2004
record_details external_econtent:ils:.b29580766|eBook|eBook||English|Kluwer Academic Publishers,|2004.|1 online resource (xii, 380 pages) : illustrations.
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series Mathematics and its applications
series_with_volume Mathematics and its applications|575
subject_facet Electronic books, Modules (Algebra), Rings (Algebra)
title_display Algebras, rings and modules. Vol. 1
title_full Algebras, rings and modules. Vol. 1 [electronic resource] / by Michiel Hazewinkel, Nadiya Gubareni and V.V. Kirichenko
title_short Algebras, rings and modules
title_sub Vol. 1
topic_facet Modules (Algebra), Rings (Algebra)