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Lectures on Sl_2(c)-Modules
By Mazorchuk, Volodymyr (Uppsala Univ, Sweden)

Rating
Format
Hardback, 263 pages
Published
United Kingdom, 11 December 2009

This book is directed primarily at undergraduate and postgraduate students interested to get acquainted with the representation theory of Lie algebras. The book treats the case of the smallest simple Lie algebra, namely, the Lie algebra sl_2. It contains classical contents including the description of all finite-dimensional modules and an introduction to the universal enveloping algebras with its primitive ideals, alongside non-classical contents including the description of all simple weight modules, the category of all weight modules, a detailed description of the category O, and especially, a description of all simple modules. The book also contains an account of a new research direction: the categorification of simple finite-dimensional modules.


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$173
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Product Description

This book is directed primarily at undergraduate and postgraduate students interested to get acquainted with the representation theory of Lie algebras. The book treats the case of the smallest simple Lie algebra, namely, the Lie algebra sl_2. It contains classical contents including the description of all finite-dimensional modules and an introduction to the universal enveloping algebras with its primitive ideals, alongside non-classical contents including the description of all simple weight modules, the category of all weight modules, a detailed description of the category O, and especially, a description of all simple modules. The book also contains an account of a new research direction: the categorification of simple finite-dimensional modules.

Product Details
EAN
9781848165175
ISBN
184816517X
Other Information
Illustrated
Dimensions
23.5 x 16.3 x 2 centimetres (0.53 kg)

Table of Contents

Finite-Dimensional Modules; The Universal Enveloping Algebra; Weight Modules; The Primitive Spectrum; Category O; Description of All Simple Modules; Categorification of Finite-Dimensional Modules.

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