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Cambridge University Press Control Theory for Partial Differential Equations Volume 2

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Description

This comprehensive second volume addresses quadratic optimal control theory for partial differential equations over finite and infinite time horizons, originally published in 2000 by Cambridge University Press. The treatment encompasses both continuous theory and numerical approximation methods, utilising an abstract space and operator theoretic approach grounded in semigroup methods. The framework unifies several fundamental classes of evolution equations and explores differential, integral, and algebraic Riccati equations. Designed for researchers and advanced students in mathematical control theory, this volume provides rigorous theoretical foundations alongside practical approximation techniques for hyperbolic-like systems, making it essential for those working at the intersection of control theory and partial differential equations.

Key Features

Cambridge University Press publication offering rigorous two-volume treatment of quadratic optimal control theory for partial differential equations.

Abstract space and operator theoretic approach utilises semigroup methods to unify evolution equation classes.

Includes both continuous theory and numerical approximation theory for comprehensive coverage of control problems.

Addresses differential, integral, and algebraic Riccati equations arising in optimal control applications.

Focuses on hyperbolic-like systems over finite time horizons with detailed mathematical frameworks.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
13 April 2000
Listed Since
12 January 2007

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