The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equation with dynamic boundary conditions by using the approach of sesquilinear forms, and secondly for its backward adjoint equation using the Galerkin approximation and the extension semigroup to a negative Sobolev space
AbstractThe equation Lu = ƒ;(x, u) on B × (0, ∞), B bounded, smooth domain in Rn with nonlinear boun...
This thesis concerns the boundary behavior of solutions to parabolic equations. It consists of a com...
We show a result of maximal regularity in spaces of H¨older continuous function, concerning linear ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
We investigate a control problem for the heat equation. The goal is to find an optimal heat transfer...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions ...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions ...
This paper belongs to the general theory of well-posed initial-boundary value problems for parabolic...
This paper belongs to the general theory of well-posed initial-boundary value problems for parabolic...
AbstractWe prove existence, uniqueness and regularity of solutions for heat equations with nonlinear...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions and...
In this thesis we deal with the solution of the heat equation with a dynamic boundary condition, whi...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions and...
AbstractThe equation Lu = ƒ;(x, u) on B × (0, ∞), B bounded, smooth domain in Rn with nonlinear boun...
This thesis concerns the boundary behavior of solutions to parabolic equations. It consists of a com...
We show a result of maximal regularity in spaces of H¨older continuous function, concerning linear ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
The aim of this paper is to study the wellposedness and L2-regularity, firstly for a linear heat equ...
We investigate a control problem for the heat equation. The goal is to find an optimal heat transfer...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions ...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions ...
This paper belongs to the general theory of well-posed initial-boundary value problems for parabolic...
This paper belongs to the general theory of well-posed initial-boundary value problems for parabolic...
AbstractWe prove existence, uniqueness and regularity of solutions for heat equations with nonlinear...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions and...
In this thesis we deal with the solution of the heat equation with a dynamic boundary condition, whi...
We show maximal regularity results concerning parabolic systems with dynamic boundary conditions and...
AbstractThe equation Lu = ƒ;(x, u) on B × (0, ∞), B bounded, smooth domain in Rn with nonlinear boun...
This thesis concerns the boundary behavior of solutions to parabolic equations. It consists of a com...
We show a result of maximal regularity in spaces of H¨older continuous function, concerning linear ...
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