A Gautschi time-stepping scheme for optimal control of linear second order systems is proposed and analyzed. Convergence rates are proved and shown to be valid in numerical experiments. The temporal discretization is combined with finite element and spectral based spatial discretizations, which are compared among themselves
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R n for n...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
We consider in this paper the homogeneous 2-D wave equation defined on Ω ⊂ R2. Using the Hilbert Uni...
An approximation procedure for time optimal control problems for the linear wave equation is analyze...
Time optimal control of the wave equation is analyzed on thebasis of a regularized formulation which...
ABSTRACT To obtain a control function which puts the wave equation in an unknown min-imum time into ...
Abstract. In this paper optimal control problems governed by the wave equation with control constrai...
Abstract. In this paper optimal control problems governed by the wave equation with control constrai...
Abstract. Measure valued optimal control control problems governed by the linear wave equa-tion are ...
Abstract. Measure valued optimal control control problems governed by the linear wave equa-tion are ...
Abstract. Numerical solutions of optimal Dirichlet boundary control problems for linear and semiline...
Abstract. An optimal finite-time horizon feedback control problem for (semi-linear) wave equa-tions ...
International audienceAn optimal fi nite-time horizon feedback control problem for (semi linear) wav...
International audienceThis paper concerns the space/time convergence analysis of conservative two-st...
Optimal control problems for partial differential equations of evolution, mostly of parabolic type, ...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R n for n...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
We consider in this paper the homogeneous 2-D wave equation defined on Ω ⊂ R2. Using the Hilbert Uni...
An approximation procedure for time optimal control problems for the linear wave equation is analyze...
Time optimal control of the wave equation is analyzed on thebasis of a regularized formulation which...
ABSTRACT To obtain a control function which puts the wave equation in an unknown min-imum time into ...
Abstract. In this paper optimal control problems governed by the wave equation with control constrai...
Abstract. In this paper optimal control problems governed by the wave equation with control constrai...
Abstract. Measure valued optimal control control problems governed by the linear wave equa-tion are ...
Abstract. Measure valued optimal control control problems governed by the linear wave equa-tion are ...
Abstract. Numerical solutions of optimal Dirichlet boundary control problems for linear and semiline...
Abstract. An optimal finite-time horizon feedback control problem for (semi-linear) wave equa-tions ...
International audienceAn optimal fi nite-time horizon feedback control problem for (semi linear) wav...
International audienceThis paper concerns the space/time convergence analysis of conservative two-st...
Optimal control problems for partial differential equations of evolution, mostly of parabolic type, ...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R n for n...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
We consider in this paper the homogeneous 2-D wave equation defined on Ω ⊂ R2. Using the Hilbert Uni...
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