Gassiat P, Gess B. Regularization by noise for stochastic Hamilton-Jacobi equations. PROBABILITY THEORY AND RELATED FIELDS. 2019;173(3-4):1063-1098.We study regularizing effects of nonlinear stochastic perturbations for fully nonlinear PDE. More precisely, path-by-path L bounds for the second derivative of solutions to such PDE are shown. These bounds are expressed as solutions to reflected SDE and are shown to be optimal
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
Abstract. We consider a non degenerate quasilinear parabolic stochas-tic partial differential equati...
Bechtold F, Harang FA, Rana N. Non-linear Young equations in the plane and pathwise regularization b...
We study pathwise regularization by noise for equations on the plane in the spirit of the framework ...
This paper deals with the spatial and temporal regularity of the unique Hilbert space valued mild so...
The paper is concerned with regularity analysis of nonlinear Ito equations with additive noise, in t...
Jentzen A, Röckner M. Regularity analysis for stochastic partial differential equations with nonline...
We investigate the regularizing effect of certain additive continuous perturbations on SDEs with mul...
The long-time behavior of stochastic Hamilton-Jacobi equations is analyzed, including the stochastic...
The purpose of this thesis is to investigate some properties that a path w may have in order to say ...
This thesis is concerned with the theory and applications of certain fully nonlinear stochastic part...
AbstractIn this article spatial and temporal regularity of the solution process of a stochastic part...
We prove a regularization by noise phenomenon for semilinear SPDEs driven by multiplicative cylindri...
We study ordinary differential equations (ODEs) with vector fields given by general Schwartz distrib...
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
Abstract. We consider a non degenerate quasilinear parabolic stochas-tic partial differential equati...
Bechtold F, Harang FA, Rana N. Non-linear Young equations in the plane and pathwise regularization b...
We study pathwise regularization by noise for equations on the plane in the spirit of the framework ...
This paper deals with the spatial and temporal regularity of the unique Hilbert space valued mild so...
The paper is concerned with regularity analysis of nonlinear Ito equations with additive noise, in t...
Jentzen A, Röckner M. Regularity analysis for stochastic partial differential equations with nonline...
We investigate the regularizing effect of certain additive continuous perturbations on SDEs with mul...
The long-time behavior of stochastic Hamilton-Jacobi equations is analyzed, including the stochastic...
The purpose of this thesis is to investigate some properties that a path w may have in order to say ...
This thesis is concerned with the theory and applications of certain fully nonlinear stochastic part...
AbstractIn this article spatial and temporal regularity of the solution process of a stochastic part...
We prove a regularization by noise phenomenon for semilinear SPDEs driven by multiplicative cylindri...
We study ordinary differential equations (ODEs) with vector fields given by general Schwartz distrib...
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
This thesis is concerned with a solution theory for quasilinear singular stochastic partial differe...
Abstract. We consider a non degenerate quasilinear parabolic stochas-tic partial differential equati...