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Springer Partial Differential Control Theory Volumes I & II - Mathematics 530

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Description

Partial Differential Control Theory presents a comprehensive two-volume exploration of the mathematical theory of open dynamical systems, a field that emerged and flourished throughout the twentieth century. Beginning with foundational concepts of Laplace transforms applied to linear automatic control problems and electrical circuit analysis, this work progresses into sophisticated modern approaches drawing from algebra, nonlinear analysis, and differential geometry. The central focus examines dynamical systems that actively exchange matter, energy, or information with their surroundings, providing essential mathematical tools and control system methodologies. Published by Springer as part of the Mathematics and Its Applications series (volume 530), this authoritative reference combines rigorous mathematical foundations with practical applications in control systems, making it indispensable for advanced students, researchers, and practitioners in mathematics, engineering, and applied sciences seeking deep understanding of open dynamical systems and their behaviour.

Key Features

Partial Differential Control Theory Volume I covers essential mathematical tools required for advanced control system analysis and design.

Volume II focuses on control system applications, bridging mathematical theory with practical implementation of control methodologies.

Springer's Mathematics and Its Applications series 530 integrates algebra, nonlinear analysis, and differential geometry perspectives.

The two-volume set addresses open dynamical systems that exchange matter, energy, or information with external environments.

Comprehensive coverage progresses from classical Laplace transform methods to modern sophisticated mathematical techniques and frameworks.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
30 June 2001
Listed Since
22 December 2006

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