Add to ORKGIn this Paper we provide a new proof of strong convergence of resolvent operators associated with boundary value problems on thin domains. 10.1017/S000497271300055
We give a direct proof for the analyticity of the Stokes semigroup in spaces of bounded functions. T...
Abstract. We establish the convergence of pseudospectra in Hausdorff dis-tance for closed operators ...
Nesta dissertação estudamos uma versão do Teorema de Trotter-Kato que estabelece uma equivalência en...
In this Paper we provide a new proof of strong convergence of resolvent operators associated with bo...
In this paper we provide a new proof of strong convergence of resolvent operators associated with bo...
Relationship between the resolvent convergence property and the smoothness of solutions to boundary ...
International audienceConsider a Dirac operator defined on the whole plane with a mass term of size ...
AbstractThe aim of the paper is to characterise sequences of domains for which solutions to an ellip...
We prove strong convergence theorems of Mann’s type and Halpern’s type for resolvents of accretive o...
We prove strong convergence theorems of Mann's type and Halpern's type for resolvents of accretive ...
Resolvents of operators are the core of many fundamental algorithms used in optimization. However th...
In a planar infinite strip with a fast oscillating boundary we consider an elliptic operator assumin...
summary:This lecture follows a joint result of the speaker and Daniel Daners. To make the exposition...
We consider the Stokes resolvent problem in a two-dimensional bounded Lipschitz domain $\Omega$ subj...
We establish a resolvent convergence result for the Laplace operator on certain classes of unbound...
We give a direct proof for the analyticity of the Stokes semigroup in spaces of bounded functions. T...
Abstract. We establish the convergence of pseudospectra in Hausdorff dis-tance for closed operators ...
Nesta dissertação estudamos uma versão do Teorema de Trotter-Kato que estabelece uma equivalência en...
In this Paper we provide a new proof of strong convergence of resolvent operators associated with bo...
In this paper we provide a new proof of strong convergence of resolvent operators associated with bo...
Relationship between the resolvent convergence property and the smoothness of solutions to boundary ...
International audienceConsider a Dirac operator defined on the whole plane with a mass term of size ...
AbstractThe aim of the paper is to characterise sequences of domains for which solutions to an ellip...
We prove strong convergence theorems of Mann’s type and Halpern’s type for resolvents of accretive o...
We prove strong convergence theorems of Mann's type and Halpern's type for resolvents of accretive ...
Resolvents of operators are the core of many fundamental algorithms used in optimization. However th...
In a planar infinite strip with a fast oscillating boundary we consider an elliptic operator assumin...
summary:This lecture follows a joint result of the speaker and Daniel Daners. To make the exposition...
We consider the Stokes resolvent problem in a two-dimensional bounded Lipschitz domain $\Omega$ subj...
We establish a resolvent convergence result for the Laplace operator on certain classes of unbound...
We give a direct proof for the analyticity of the Stokes semigroup in spaces of bounded functions. T...
Abstract. We establish the convergence of pseudospectra in Hausdorff dis-tance for closed operators ...
Nesta dissertação estudamos uma versão do Teorema de Trotter-Kato que estabelece uma equivalência en...