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CRC Press Exceptional Lie Algebras - Mathematics Lecture Notes

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Description

Exceptional Lie Algebras provides a specialized set of models for exceptional Lie algebras over the field of real numbers and algebraically closed fields of characteristic 0. This volume, part of the Lecture Notes in Pure and Applied Mathematics series from CRC Press, utilizes models based on exceptional Jordan algebras and the algebras of Cayley numbers (octonions). The text is also valid for characteristics p * 2. It offers an introduction to the problem of forms of exceptional simple Lie algebras, specifically focusing on the exceptional D4, E6, and E7 types. These are analyzed through concrete realizations of automorphism groups. This book serves as a useful tool for mathematicians studying advanced algebra and algebraic structures.

Key Features

This CRC Press volume presents models for exceptional Lie algebras over algebraically closed fields of characteristic 0 and real numbers.

The mathematical models are based on the algebras of Cayley numbers (octonions) and exceptional Jordan algebras.

The content remains valid for characteristics p * 2 for advanced algebraic study.

The book provides an introduction to the problem of forms of exceptional simple Lie algebras, including D4, E6, and E7.

Authors study exceptional Lie algebras through concrete realizations of automorphism groups.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
01 June 1971
Listed Since
27 December 2006

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