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CRC Press Lie Algebraic Methods in Integrable Systems - Mathematics

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Description

This comprehensive research text explores how Lie algebraic methods provide an elegant framework for understanding nonlinear integrable systems. Over three decades, integrable systems have evolved into a major research field, and Lie algebraic approaches have become essential tools connecting seemingly disparate theoretical domains. The author presents fundamental techniques for applying Lie algebra and Lie group concepts to analyse nonlinear systems, establishing rigorous connections between abstract mathematical structures and concrete physical phenomena. Published by Chapman & Hall/CRC in their respected Research Notes in Mathematics Series, this volume bridges advanced algebraic theory with practical applications in integrable systems research, offering both researchers and graduate students a thorough introduction to methods that have reshaped modern mathematical physics and nonlinear dynamics.

Key Features

Covers fundamental Lie algebraic techniques specifically designed for exploring nonlinear integrable systems and their properties.

Demonstrates how Lie algebra and Lie groups provide an elegant mathematical approach to understanding complex nonlinear phenomena.

Part of the Chapman & Hall/CRC Research Notes in Mathematics Series, ensuring academic rigour and peer-reviewed quality.

Establishes connections between apparently unrelated systems through Lie algebraic frameworks developed over thirty years of research.

Serves as both a reference for advanced researchers and an introduction for graduate students entering integrable systems research.

Product Specifications

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

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