1st Edition
Control of Partial Differential Equations
This useful reference provides recent results as well as entirely new material on control problems for partial differential equations.
Preface
Contributors
Null Controllability for a Class of Implicit Differential Equations in Banach Spaces
Viorel Barbu and Angelo Favini
Results on Stochastic Navier-Stokes Equations
A. Bensoussan
A Hyperbolic Problem with Boundary Control: A Solution Through Parabolic Regularization
Francesca Bucci
Flat Cone Condition and Shape Analysis
D. Bucur and Jean-Paul Zolésio
Dynamic Programming for an Abstract Second Order Evolution Equation with Convex State Constraints
Piermarco Cannarsa and Gabriella Di Blasio
Boundary Stabilization of a Nonlinear String with Aerodynamic Force
Pao-Liu Chow and Jose-Luis Menaldi
Existence of Optimal Controls for Stochastic Evolution Systems
Dariusɀ Gątarek
An Approximation Scheme for the Variational Solutions of the Hamilton-Jacobi Equation of Control Theory
T. Havarneanu
Global Existence and Uniqueness of Regular Solutions to the Dynamic von Kármán System with Nonlinear Boundary Dissipation
Mary Ann Horn and Irena Lasiecka
A State-Space Approach to the Mixed-Sensitivity Minimization Problem for Delay Systems
Bert van Keulen and Ruth F. Curtain
The Role of Smoothing in Boundary Control
Walter Littman
Exact Controllability of Wave Equation in a Polygonal Domain with Cracks
Mary Teuw Niane and Ousmane Seck
From Singular to Regular Control Problems
Luciano Pandolfi
Feedback Laws via a Trotter Product Formula Treatment of the Dynamic Programming Equation
Cătălin Popa
Existence of Optimal Controls for Some Nonlinear Systems
Thomas I. Seidman
Control Problems for Shape Memory Alloys with Constraints on the Shear Strain
J. Sokolowski and J. Sprekels
Linear Quadratic Boundary Control for an Age Equation Perturbed by Noise
Gianmario Tessitore
Optimal Quadratic Boundary Control Problem for Wave- and Plate-Like Equations with High Internal Damping: An Abstract Approach
R. Triggiani
Approximation for Wave Equation in Moving Domain
Jean-Paul Zolésio
Biography
Giuseppe Da Prato, Luciano Tubaro
