Modelling and Inverse Problems of Control for Distributed Parameter Systems | Proceedings of IFIP (W.G.7.2)-IIASA Conference, Laxenburg, Austria, July 24–28, 1989 | ISBN 9783540468394

Modelling and Inverse Problems of Control for Distributed Parameter Systems

Proceedings of IFIP (W.G.7.2)-IIASA Conference, Laxenburg, Austria, July 24–28, 1989

herausgegeben von Alexander Kurzhanski und Irena Lasiecka
Mitwirkende
Herausgegeben vonAlexander Kurzhanski
Herausgegeben vonIrena Lasiecka
Buchcover Modelling and Inverse Problems of Control for Distributed Parameter Systems  | EAN 9783540468394 | ISBN 3-540-46839-0 | ISBN 978-3-540-46839-4

Modelling and Inverse Problems of Control for Distributed Parameter Systems

Proceedings of IFIP (W.G.7.2)-IIASA Conference, Laxenburg, Austria, July 24–28, 1989

herausgegeben von Alexander Kurzhanski und Irena Lasiecka
Mitwirkende
Herausgegeben vonAlexander Kurzhanski
Herausgegeben vonIrena Lasiecka

Inhaltsverzeichnis

  • Tracking property: A viability approach.
  • Extensions and global estimates for evolutionary discrete control systems.
  • Controlling the dynamics of scalar reaction diffusion equations by finite dimensional controllers.
  • Estimation of catalyst pellet activity distribution.
  • Some remarks on the periodic linear quadratic regulator problem.
  • Infinite dimensional control problems with state constraints.
  • Approximate and numerical methods of the optimal control synthesis for stochastic systems.
  • Convergence rates for regularized nonlinear illposed problems.
  • On inverse problems for evolutionary systems: Guaranteed estimates and regularized solutions.
  • Exponential stabilization, via Riccati operator, of hyperbolic systems with uncontrolled, unbounded perturbations.
  • Some two-dimensional boundary shape optimization problems for distributed parameter systems.
  • Inverse problem of dynamics for systems described by parabolic inequality.
  • Sensitivity analysis of shallow shell with obstacle.
  • A note on an interaction between penalization and discretization.
  • Problems of mathematical modelling of nonlinear processes.
  • Some results concerning free boundary problems solved by domain (or shape) optimization of energy.