In this article a criterion known as the “operator Carleson measure criterion” is applied to obtain regularity results for a general class of second-order boundary control problems. As specific examples, optimal regularity results are obtained for a wave equation and a plate equation, both with fractional order damping and on a rectangular domain with one edge controlled
Boundary control problems for the linear, parabolic equations and a quadratic performance index are ...
Abstract. We consider a PDE-constrained optimization problem governed by a free boundary problem. Th...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
AbstractWe study the regularity of structurally damped abstract systems with application to point co...
In this paper we consider point control of a structural acoustic model with thermoelastic effects. T...
The boundary control problem for the dynamical Lame system (isotropic elasticity model) is considere...
Abstract. The boundary control problem for the dynamical Lame system (isotropic elasticity model) is...
We consider mixed problems for Kirchhoff elastic and thermoelastic systems, subject to boundary cont...
AbstractWe present two regularity results concerning the solutions of the wave equation with homogen...
In this paper an optimal control problem is considered, where the controlled process is described by...
Abstract: This chapter considers the boundary control of damped wave equations using a boundary meas...
We consider a mixed problem for a Kirchoff thermoelastic plate model with clamped boundary condition...
appears in a model for the vertical displacement of a two-dimensional grid that consists of two perp...
Abstract: In this paper, we analyze the robustness of the fractional wave equation with a fractional...
An optimal control problem for a parabolic operator of order 2m with the boundary conditions contain...
Boundary control problems for the linear, parabolic equations and a quadratic performance index are ...
Abstract. We consider a PDE-constrained optimization problem governed by a free boundary problem. Th...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
AbstractWe study the regularity of structurally damped abstract systems with application to point co...
In this paper we consider point control of a structural acoustic model with thermoelastic effects. T...
The boundary control problem for the dynamical Lame system (isotropic elasticity model) is considere...
Abstract. The boundary control problem for the dynamical Lame system (isotropic elasticity model) is...
We consider mixed problems for Kirchhoff elastic and thermoelastic systems, subject to boundary cont...
AbstractWe present two regularity results concerning the solutions of the wave equation with homogen...
In this paper an optimal control problem is considered, where the controlled process is described by...
Abstract: This chapter considers the boundary control of damped wave equations using a boundary meas...
We consider a mixed problem for a Kirchoff thermoelastic plate model with clamped boundary condition...
appears in a model for the vertical displacement of a two-dimensional grid that consists of two perp...
Abstract: In this paper, we analyze the robustness of the fractional wave equation with a fractional...
An optimal control problem for a parabolic operator of order 2m with the boundary conditions contain...
Boundary control problems for the linear, parabolic equations and a quadratic performance index are ...
Abstract. We consider a PDE-constrained optimization problem governed by a free boundary problem. Th...
The linear quadratic optimal regulator problem on a wave equation in a bounded subset of R^n for n =...
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