AbstractWe study the obstacle problem for the Evolutionary p-Laplace Equation when the obstacle is discontinuous and does not have regularity in the time variable. Two quite different procedures yield the same solution
International audienceThis paper is devoted to continuity results of the time derivative of the solu...
We consider various versions of the obstacle and thin-obstacle problems, we interpret them as variat...
We consider a two-obstacle problem for the parabolic biharmonic equation in a bounded domain. We pro...
AbstractWe show the existence of a continuous solution to a nonlinear parabolic obstacle problem wit...
AbstractWe consider a nonhomogeneous elliptic problem with an irregular obstacle involving a discont...
Recently there are so many mathematical models which describe nonlinear phenomena. In some phenomena...
The present thesis is concerned with certain doubly nonlinear evolutionary partial differential equa...
We prove C1, α regularity for a thin obstacle problem for the p-Laplace equation. Due to the non-lin...
We prove new optimal C1,α regularity results for obstacle problems involving evolutionary p-Laplace ...
Wichmann J, Bechtold F. A pathwise regularization by noise phenomenon for the evolutionary $p$-Lapla...
In this paper we prove, by showing that solutions have exactly the same degree of regularity as the ...
We consider various versions of the obstacle and thin-obstacle problems, we interpret them as variat...
summary:Recently, we established some generalizations of the theory of Lagrange multipliers arising ...
We research the well-posedness of the problem without initial condition for nonlinear parabolic vari...
AbstractWe solve a parabolic second order partial differential equation in a non-cylindrical domain,...
International audienceThis paper is devoted to continuity results of the time derivative of the solu...
We consider various versions of the obstacle and thin-obstacle problems, we interpret them as variat...
We consider a two-obstacle problem for the parabolic biharmonic equation in a bounded domain. We pro...
AbstractWe show the existence of a continuous solution to a nonlinear parabolic obstacle problem wit...
AbstractWe consider a nonhomogeneous elliptic problem with an irregular obstacle involving a discont...
Recently there are so many mathematical models which describe nonlinear phenomena. In some phenomena...
The present thesis is concerned with certain doubly nonlinear evolutionary partial differential equa...
We prove C1, α regularity for a thin obstacle problem for the p-Laplace equation. Due to the non-lin...
We prove new optimal C1,α regularity results for obstacle problems involving evolutionary p-Laplace ...
Wichmann J, Bechtold F. A pathwise regularization by noise phenomenon for the evolutionary $p$-Lapla...
In this paper we prove, by showing that solutions have exactly the same degree of regularity as the ...
We consider various versions of the obstacle and thin-obstacle problems, we interpret them as variat...
summary:Recently, we established some generalizations of the theory of Lagrange multipliers arising ...
We research the well-posedness of the problem without initial condition for nonlinear parabolic vari...
AbstractWe solve a parabolic second order partial differential equation in a non-cylindrical domain,...
International audienceThis paper is devoted to continuity results of the time derivative of the solu...
We consider various versions of the obstacle and thin-obstacle problems, we interpret them as variat...
We consider a two-obstacle problem for the parabolic biharmonic equation in a bounded domain. We pro...
DOI
Add to ORKG