AbstractWe prove boundary asymptotics to solutions of weighted p-Laplacian equations that take infinite value on the boundary of a bounded domain. Uniqueness of such solutions would then follow as a consequence. Our results extend previously known results by allowing weights that are unbounded in the domain
We study the asymptotic behaviour, as $p\to 1^{+}$, of the solutions of the following inhomogeneous ...
In this paper, we study the local and global behavior of solutions of systems involving the p-Laplac...
In this article, using a fixed point index theorem on a cone, we prove the existence and multiplicit...
The goal of this paper is to prove the boundary asymptotic behavior of solutions for weighted px-Lap...
Abstract In this paper, by using Karamata regular variation theory and the method of upper and lower...
Let 1 = 0 and l is an element of R. We obtain asymptotic decay estimates for u. In particular, our r...
In this article we consider the p-Laplace equation on a smooth bounded domain of with zero Dirichlet...
We establish the uniqueness of fundamental solutions to the p-Laplacian equation ut = div (|Du|p-2 D...
Abstract A parabolic equation related to the p-Laplacian is considered. If the equation is degenerat...
Abstract. In this paper, under some structural assumptions of weight function b(x) and nonlinear ter...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the p-laplacian ...
Abstract. In this paper we consider existence, asymptotic behavior near the boundary and uniqueness ...
We study the following p-Laplacian equation with nonlinear boundary conditions: -Δpu+μ(x)|u|p-2u=f(x...
We investigate the asymptotic behaviour as p -> infinity of sequences of solutions of the equation {...
By applying a method due to Saint Raymond, we prove the existence of infinitely many weak solutions ...
We study the asymptotic behaviour, as $p\to 1^{+}$, of the solutions of the following inhomogeneous ...
In this paper, we study the local and global behavior of solutions of systems involving the p-Laplac...
In this article, using a fixed point index theorem on a cone, we prove the existence and multiplicit...
The goal of this paper is to prove the boundary asymptotic behavior of solutions for weighted px-Lap...
Abstract In this paper, by using Karamata regular variation theory and the method of upper and lower...
Let 1 = 0 and l is an element of R. We obtain asymptotic decay estimates for u. In particular, our r...
In this article we consider the p-Laplace equation on a smooth bounded domain of with zero Dirichlet...
We establish the uniqueness of fundamental solutions to the p-Laplacian equation ut = div (|Du|p-2 D...
Abstract A parabolic equation related to the p-Laplacian is considered. If the equation is degenerat...
Abstract. In this paper, under some structural assumptions of weight function b(x) and nonlinear ter...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the p-laplacian ...
Abstract. In this paper we consider existence, asymptotic behavior near the boundary and uniqueness ...
We study the following p-Laplacian equation with nonlinear boundary conditions: -Δpu+μ(x)|u|p-2u=f(x...
We investigate the asymptotic behaviour as p -> infinity of sequences of solutions of the equation {...
By applying a method due to Saint Raymond, we prove the existence of infinitely many weak solutions ...
We study the asymptotic behaviour, as $p\to 1^{+}$, of the solutions of the following inhomogeneous ...
In this paper, we study the local and global behavior of solutions of systems involving the p-Laplac...
In this article, using a fixed point index theorem on a cone, we prove the existence and multiplicit...
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