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CRC Press Lie Algebraic Methods in Integrable Systems Book

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Description

Explore the deep connections between Lie algebra and nonlinear integrable systems with this specialized research volume from CRC Press. As nonlinear integrable systems have evolved into a major research field over the last thirty years, Lie algebraic methods have become essential for understanding various areas of theoretical research. This book provides a clear path for researchers to see how these methods link seemingly unrelated systems through a unified mathematical framework. By utilizing the concepts of Lie algebra and Lie groups, this text offers an elegant approach to studying the properties of nonlinear systems. The author presents the fundamental techniques required to use Lie algebraic concepts to investigate the domain of nonlinear integrable systems. This volume serves as a valuable resource for mathematicians and researchers looking to master the techniques used to bridge the gap between different mathematical structures in modern nonlinear science.

Key Features

Provides a comprehensive look at how Lie algebraic methods have become vital to modern theoretical research in nonlinear systems.

Explains how Lie algebra and Lie groups can be used to create an elegant approach to analyzing nonlinear system properties.

Establishes the mathematical connections between different and seemingly unrelated systems through unified algebraic methods.

Exposes the basic techniques necessary to apply Lie algebraic concepts directly to the study of nonlinear integrable systems.

Part of the respected Chapman and Hall/CRC Research Notes in Mathematics Series for academic and professional use.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
27 July 2017
Listed Since
31 August 2017

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