Finite dimensional algebras
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Author
Contributions
- Kirichenko, Vladimir V. - Contributor
Publication
1994 - Springer-Verlag, Berlin
Language
English
Word Count
62,250 words, Guess
Page Count
249 pages
Identifiers
- Open LibraryOL1091248M
- ISBN-10354053380X
- OCLC Control Number30318398
- Library of Congress Control Number94015511
- Goodreads4427354
Classifications
- DDC512/.24
- LCCQA251.5 .D7613 1994
Description
The theory of finite-dimensional algebras is one of the most fundamental domains of modern algebra, applied in several other parts of mathematics andin theoretical physics. This book, written by two of the leading researchersin the field and revised and augmented for the English edition, was translated from the Russian by a third leading specialist, who has contributed to it an appendix. The book presents both the basic classical theory and more recent results closely related to current research (some category theory including Morita's theorem, schemes of quivers andtensor algebras, duality, quasi-Frobenius, hereditary, serial algebras). Theonly prior knowledge assumed of the reader is linear algebra and, in places,a little group theory. Each chapter includes a series of exercises, illustrating the content and introducing more refined results: for the more complicated ones, hints for the solution are given - thus the book can be used as a textbook in class or for self-study, and as an up-to-date reference to the field.
Subjects
Other Editions
- Finite dimensional algebras
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