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e-Book Representation Theory of Finite Groups (Dover Books on Mathematics) download

e-Book Representation Theory of Finite Groups (Dover Books on Mathematics) download

by Martin Burrow

ISBN: 0486674878
ISBN13: 978-0486674872
Language: English
Publisher: Dover Publications; New edition edition (November 24, 2011)
Pages: 208
Category: Mathematics
Subategory: Math Science

ePub size: 1182 kb
Fb2 size: 1517 kb
DJVU size: 1995 kb
Rating: 4.9
Votes: 262
Other Formats: docx lit azw lrf

This book covers mostly matrix representations of finite groups. for science students of quantum groups. It also lacks a bridge to classical Lie Algebra theory.

This book covers mostly matrix representations of finite groups. Substitution groups and Klein groups are not covered, but I was pleased to find a good definition of Module. and a good introduction to the use of characters. I bought it for a reference and for future study. It isn't what I would call a math book for the faint of heart. More of a math majors and graduate text. Looking for a coverage of Clifford algebra and quarternions? That is not here either. I bought it for a reference and for future study

This book covers mostly matrix representations of finite groups.

Start by marking Representation Theory of Finite Groups (Dover Books on Mathematics) as Want to Read . This volume contains a concise exposition of the theory of finite groups, including the theory of modular representations

Start by marking Representation Theory of Finite Groups (Dover Books on Mathematics) as Want to Read: Want to Read savin. ant to Read. This volume contains a concise exposition of the theory of finite groups, including the theory of modular representations. The rudiments of linear algebra and knowledge of the elementary concepts of group theory are useful, if not entirely indispensable, prerequisites for reading this book; most of the other requisites, such as the theory of p-adic fields, are developed i.

The book also lends itself to use as supplementary reading for a course in group theory or in the applications of representation theory to. .ISBN 13: 9780486674872. Series: Dover Books on Mathematics.

The book also lends itself to use as supplementary reading for a course in group theory or in the applications of representation theory to physics. Categories: Mathematics. File: PDF, . 5 MB. Читать онлайн.

The representation theory of groups is a part of mathematics which examines how groups act on given structures. Here the focus is in particular on operations of groups on vector spaces. Nevertheless, groups acting on other groups or on sets are also considered. For more details, please refer to the section on permutation representations. With the exception of a few marked exceptions, only finite groups will be considered in this article

Concise, graduate-level exposition of the theory of finite groups, including the theory of modular representations. Rudiments of linear algebra and knowledge of group theory helpful prerequisites.

Concise, graduate-level exposition of the theory of finite groups, including the theory of modular representations. Topics include representation theory of rings with identity, representation theory of finite groups, applications of the theory of characters, construction of irreducible representations and modular representations. To read this book, upload an EPUB or FB2 file to Bookmate.

Dover Books on Mathematics. The rudiments of linear algebra and knowledge of the elementary concepts of group theory are useful, if not entirely indispensable, prerequisites for reading this book; most of the other requisites, such as the theory of p-adic fields, are developed in the text.

I found what I read of Linear Representations of Finite Groups by Serre to be nice to, if not harder. Again the second recommendation being harder than the first.

Representation theory of finite groups. Категория: M Mathematics, MA Algebra, MAr Representation theory. 4 Mb. Representation theory. Serganova V.

This volume contains a concise exposition of the theory of finite groups, including the theory of modular representations. The rudiments of linear algebra and knowledge of the elementary concepts of group theory are useful, if not entirely indispensable, prerequisites for reading this book; most of the other requisites, such as the theory of p-adic fields, are developed in the text.After an introductory chapter on group characters, repression modules, applications of ideas and results from group theory and the regular representation, the author offers penetrating discussions of the representation theory of rings with identity, the representation theory of finite groups, applications of the theory of characters, construction of irreducible representations and modular representations. Well-chosen exercises are included throughout to help students test their understanding of the material. An appendix on groups, rings, ideals, and fields, as well as a bibliography, round out this useful well-thought-out text.Graduate students wishing to acquire some knowledge of representation theory will find this an excellent text for self-study. The book also lends itself to use as supplementary reading for a course in group theory or in the applications of representation theory to physics.
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