Add to ORKGsummary:We are interested of the Newton type mixed problem for the general second order semilinear evolution equation. Applying Nikolskij’s decomposition theorem and general Fredholm operator theory results, the present paper yields sufficient conditions for generic properties, surjectivity and bifurcation sets of the given problem
AbstractThis paper deals with the existence of solutions for the class of nonlinear second order evo...
Existence,uniqueness and regularity of the solution of the Cauchy problem for a class of nonlinear s...
Abstract. We summarize in this paper some of our recent results on the nonlocal, nonlinear evolution...
summary:We are interested of the Newton type mixed problem for the general second order semilinear e...
The aim of the paper is to prove theorems on the existence and uniqueness of mild and classical solu...
The principal concern of the paper is the existence of an admissible solution of the first initial b...
summary:We are dealing with Dirichlet, Neumann and Newton type initial-boundary value problems for a...
In this paper we deal with the general initial-boundary value problem for a second order nonlinea...
The aim of the paper is to prove two theorems on the existence and uniqueness of mild and classical ...
AbstractOf concern are the initial-boundary value problems for nonautonomous semilinear second order...
Abstract. This paper deals with the existence and stability of solutions for semilinear second order...
Abstract This paper deals with the existence and stability of solutions for semilinear second-order ...
summary:This paper deals with nonlinear diffusion problems involving degenerate parabolic problems, ...
Here we study the existence of a solution and also the behavior of the existing solution of the abst...
AbstractExistence results are established for a class of singular diffusion problems with a general ...
AbstractThis paper deals with the existence of solutions for the class of nonlinear second order evo...
Existence,uniqueness and regularity of the solution of the Cauchy problem for a class of nonlinear s...
Abstract. We summarize in this paper some of our recent results on the nonlocal, nonlinear evolution...
summary:We are interested of the Newton type mixed problem for the general second order semilinear e...
The aim of the paper is to prove theorems on the existence and uniqueness of mild and classical solu...
The principal concern of the paper is the existence of an admissible solution of the first initial b...
summary:We are dealing with Dirichlet, Neumann and Newton type initial-boundary value problems for a...
In this paper we deal with the general initial-boundary value problem for a second order nonlinea...
The aim of the paper is to prove two theorems on the existence and uniqueness of mild and classical ...
AbstractOf concern are the initial-boundary value problems for nonautonomous semilinear second order...
Abstract. This paper deals with the existence and stability of solutions for semilinear second order...
Abstract This paper deals with the existence and stability of solutions for semilinear second-order ...
summary:This paper deals with nonlinear diffusion problems involving degenerate parabolic problems, ...
Here we study the existence of a solution and also the behavior of the existing solution of the abst...
AbstractExistence results are established for a class of singular diffusion problems with a general ...
AbstractThis paper deals with the existence of solutions for the class of nonlinear second order evo...
Existence,uniqueness and regularity of the solution of the Cauchy problem for a class of nonlinear s...
Abstract. We summarize in this paper some of our recent results on the nonlocal, nonlinear evolution...