In this paper we will explore the various property of the weak solutions of the p-Laplacian equation: div(|Du|p-2Du) = 0 for 1 < p < 2, including existence, uniqueness theory, di erentiability and regularity results
We consider weak solutions of the differential inequality of p-Laplacian type - Δpu - f(u) ≤-Δpv - f...
Abstract. This study concerns the existence and stability properties of positive weak solutions to c...
AbstractIn this paper we study the problem−Δpu=fx,u,∇uin Ωu=0on ∂Ω,where Ω⊂RN is a smooth bounded do...
We establish the uniqueness of fundamental solutions to the p-Laplacian equation ut = div (|Du|p-2 D...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the problems 8 ...
The existence of weak solutions is studied to the initial Dirichlet problem of the equation =div(|∇|...
In this work we consider the p-Laplacian type parabolic equation with Dirichlet boundary condition a...
This project deals with the variational and the Nehari manifold method ,or by the Nehari hypothesis ...
The weak solution is one of solutions of the partial differential equations, that is generated from ...
The uniqueness of weak solutions of the primitive equations with Dirichlet boundary conditions at th...
In this paper we establish the existence and uniqueness of weak solutions for the initial-boundary v...
Abstract A parabolic equation related to the p-Laplacian is considered. If the equation is degenerat...
In this paper we study the problem -Delta(p)u = f(x, u, del u) in Omega u = 0 on partial derivative ...
summary:We discuss how the choice of the functional setting and the definition of the weak solution ...
The p-Laplacian problem with the exponent of nonlinearity p depending on the solution u itself is co...
We consider weak solutions of the differential inequality of p-Laplacian type - Δpu - f(u) ≤-Δpv - f...
Abstract. This study concerns the existence and stability properties of positive weak solutions to c...
AbstractIn this paper we study the problem−Δpu=fx,u,∇uin Ωu=0on ∂Ω,where Ω⊂RN is a smooth bounded do...
We establish the uniqueness of fundamental solutions to the p-Laplacian equation ut = div (|Du|p-2 D...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the problems 8 ...
The existence of weak solutions is studied to the initial Dirichlet problem of the equation =div(|∇|...
In this work we consider the p-Laplacian type parabolic equation with Dirichlet boundary condition a...
This project deals with the variational and the Nehari manifold method ,or by the Nehari hypothesis ...
The weak solution is one of solutions of the partial differential equations, that is generated from ...
The uniqueness of weak solutions of the primitive equations with Dirichlet boundary conditions at th...
In this paper we establish the existence and uniqueness of weak solutions for the initial-boundary v...
Abstract A parabolic equation related to the p-Laplacian is considered. If the equation is degenerat...
In this paper we study the problem -Delta(p)u = f(x, u, del u) in Omega u = 0 on partial derivative ...
summary:We discuss how the choice of the functional setting and the definition of the weak solution ...
The p-Laplacian problem with the exponent of nonlinearity p depending on the solution u itself is co...
We consider weak solutions of the differential inequality of p-Laplacian type - Δpu - f(u) ≤-Δpv - f...
Abstract. This study concerns the existence and stability properties of positive weak solutions to c...
AbstractIn this paper we study the problem−Δpu=fx,u,∇uin Ωu=0on ∂Ω,where Ω⊂RN is a smooth bounded do...
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