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Springer Matrix Groups (Universitext) - Mathematics Algebra Book

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Description

Matrix Groups (Universitext) by Springer offers a specialized approach to Lie group theory through the concrete study of matrix groups. Originally developed from courses taught at Rice University and the University of Hawaii, this text provides a structured path for students to explore mathematical concepts. Designed for those with a foundation in linear algebra and vector-valued function differentiation, the material focuses on motivating developments by determining when two matrix groups with different definitions are isomorphic. The text begins with fundamental definitions and examples in Chapter I, building a logical progression for students and mathematicians interested in algebra and Lie group theory.

Key Features

This Springer Universitext provides a concrete introduction to Lie group theory using matrix groups.

The content is based on academic courses taught at Rice University and the University of Hawaii.

Students can apply existing knowledge of linear algebra and vector-valued functions to these mathematical concepts.

The text focuses on determining isomorphism between matrix groups with different definitions.

Chapter I establishes a clear foundation by defining groups and providing specific examples.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
31 October 1984
Listed Since
22 January 2007

Barcode

No barcode data available

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