£125.43

Birkhauser The Problem of Integrable Discretization - Vol 219

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Description

Explore the complex theory of discrete integrable systems with this specialized volume from the Progress in Mathematics series. This book focuses on the fundamental challenge of discretizing independent variables within integrable systems of differential equations while preserving the essential integrability property. This work connects deeply with geometric integration, a modern branch of numerical analysis. By treating discretization as an inherent part of integrable systems theory, also known as soliton theory, the text provides a rigorous academic framework for researchers and students. The content includes many recent results sourced from journal publications, providing access to new findings in the field. This is an essential resource for those studying the mathematical foundations of solitons and advanced numerical methods.

Key Features

Focuses on the core problem of discretizing independent variables in integrable systems of differential equations.

Maintains the integrability property throughout the discretization process to ensure mathematical consistency.

Connects integrable systems theory with modern numerical analysis and geometric integration methods.

Includes new research and results sourced from recent journal publications in the field.

Part of the respected Progress in Mathematics series, volume 219, published by Birkhauser.

Provides a deep look into soliton theory and its relationship to discrete integrable systems.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
20 June 2003
Listed Since
10 December 2006

Barcode

No barcode data available

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