£97.00

Cambridge University Press Cambridge Control Theory for Partial Differential Equations Vol 1

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Description

This scholarly work from Cambridge University Press serves as the first volume in a comprehensive two-volume series focused on quadratic optimal control theory for partial differential equations. Covering both finite and infinite time horizons, the text provides an in-depth look at related differential, integral, and algebraic Riccati equations. Designed for advanced study, the book integrates continuous theory with numerical approximation theory. The authors utilize an abstract space and operator theoretic approach based on semigroup methods. This method provides a unified framework across several basic classes of evolution. By motivating various abstract frameworks through their application to partial differential equations, this volume offers a rigorous foundation for researchers and students in mathematics and related scientific fields.

Key Features

Covers quadratic optimal control theory for partial differential equations over finite or infinite time horizons.

Includes detailed analysis of related differential, integral, and algebraic Riccati equations.

Combines continuous theory with numerical approximation theory for a complete mathematical treatment.

Uses an abstract space and operator theoretic approach based on semigroup methods.

Provides a unifying framework applicable across several basic classes of evolution.

Part of the Encyclopedia of Mathematics and its Applications, Series Number 74.

Product Specifications

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

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