This paper studies the problem of the continuous dependence of Van der Pol equation solutions with respect to the boundary conditions. We provide a new approach for the existence of such solutions via p-regularity theory. Several existence theorems about continuous solutions are establishe
The continuous dependence of solutions for a certain class of elliptic PDE on functional parameters ...
We study a singular or degenerate equation in non-divergence form modeled on the p-Laplacian, −|Du|γ...
Abstract. We obtain estimates on the continuous dependence on the coef-ficient for second order non-...
We apply the so-called $p$-regularity theory to prove the existence of solutions to two nonlinear bo...
Abstract. In this paper, we study the global existence and regularity of Hölder continuous solution...
Abstract We determine the continuous dependence of solution on the parameters in a Dirichlet-type in...
We provide regularity results at the boundary for continuous viscosity solutions to nonconvex fully ...
In this paper we consider a parabolic equation with a periodic boundary condition and we prove the s...
The article considers the Van der Pol equation nonlinearity aspect related to a moving singular poin...
ABSTRACT. In this paper we initiate the study of the nonlinear one phase singular perturbation probl...
<正> In this paper we discuss the time dependence of solutions of the equation(2.3).From it we ...
We prove that weak solutions to the obstacle problem for the porous medium equation are locally Höld...
International audienceWe obtain estimates on the continuous dependence on the coefficient for second...
AbstractFor certain partial differential operators with constant coefficients a fundamental solution...
AbstractWe obtain estimates on the continuous dependence on the coefficient for second-order non-lin...
The continuous dependence of solutions for a certain class of elliptic PDE on functional parameters ...
We study a singular or degenerate equation in non-divergence form modeled on the p-Laplacian, −|Du|γ...
Abstract. We obtain estimates on the continuous dependence on the coef-ficient for second order non-...
We apply the so-called $p$-regularity theory to prove the existence of solutions to two nonlinear bo...
Abstract. In this paper, we study the global existence and regularity of Hölder continuous solution...
Abstract We determine the continuous dependence of solution on the parameters in a Dirichlet-type in...
We provide regularity results at the boundary for continuous viscosity solutions to nonconvex fully ...
In this paper we consider a parabolic equation with a periodic boundary condition and we prove the s...
The article considers the Van der Pol equation nonlinearity aspect related to a moving singular poin...
ABSTRACT. In this paper we initiate the study of the nonlinear one phase singular perturbation probl...
<正> In this paper we discuss the time dependence of solutions of the equation(2.3).From it we ...
We prove that weak solutions to the obstacle problem for the porous medium equation are locally Höld...
International audienceWe obtain estimates on the continuous dependence on the coefficient for second...
AbstractFor certain partial differential operators with constant coefficients a fundamental solution...
AbstractWe obtain estimates on the continuous dependence on the coefficient for second-order non-lin...
The continuous dependence of solutions for a certain class of elliptic PDE on functional parameters ...
We study a singular or degenerate equation in non-divergence form modeled on the p-Laplacian, −|Du|γ...
Abstract. We obtain estimates on the continuous dependence on the coef-ficient for second order non-...