This paper deals with the existence of random mild solutions for some classes of first and second order evolution equations with random effects in Fréchet spaces. The technique used is a generalization of the classical Darbo fixed point theorem for Fréchet spaces associated with the concept of measure of noncompactness
Abstract The purpose of this paper is to define a new random operator called the generalized ϕ-weakl...
Abstract. In this paper some algebraic and topological random fixed point theorems are proved involv...
AbstractRepresentation theorems for some new classes of random linear functionals and an application...
Our aim in this work is to study the existence of mild solutions of a functional differential equat...
In this paper, we establish several random fixed point theorems for random operators satisfying some...
In this paper we survey some results on existence, and when possible also uniqueness, of solutions t...
We investigate the longtime behavior of stochastic partial differential equations (SPDEs) with diffe...
summary:In this paper we prove a general random fixed point theorem for multivalued maps in Frechet ...
The main questions concerning random operator equations are essentially the same as those of determi...
We study a family of random differential equations with boundary conditions. Using a random fixed p...
Abstract. The present paper studies the random versions of some deterministic fixed point theorems o...
Abstract. In this paper we consider structurally damped plate and wave equations with point and dist...
summary:The aim of this paper is to establish a random coincidence degree theory. This degree theory...
This article deals with some existence and uniqueness result of random solutions for some coupled sy...
In this paper, we investigate the existence of mild solutions to a multi-term fractional integro-dif...
Abstract The purpose of this paper is to define a new random operator called the generalized ϕ-weakl...
Abstract. In this paper some algebraic and topological random fixed point theorems are proved involv...
AbstractRepresentation theorems for some new classes of random linear functionals and an application...
Our aim in this work is to study the existence of mild solutions of a functional differential equat...
In this paper, we establish several random fixed point theorems for random operators satisfying some...
In this paper we survey some results on existence, and when possible also uniqueness, of solutions t...
We investigate the longtime behavior of stochastic partial differential equations (SPDEs) with diffe...
summary:In this paper we prove a general random fixed point theorem for multivalued maps in Frechet ...
The main questions concerning random operator equations are essentially the same as those of determi...
We study a family of random differential equations with boundary conditions. Using a random fixed p...
Abstract. The present paper studies the random versions of some deterministic fixed point theorems o...
Abstract. In this paper we consider structurally damped plate and wave equations with point and dist...
summary:The aim of this paper is to establish a random coincidence degree theory. This degree theory...
This article deals with some existence and uniqueness result of random solutions for some coupled sy...
In this paper, we investigate the existence of mild solutions to a multi-term fractional integro-dif...
Abstract The purpose of this paper is to define a new random operator called the generalized ϕ-weakl...
Abstract. In this paper some algebraic and topological random fixed point theorems are proved involv...
AbstractRepresentation theorems for some new classes of random linear functionals and an application...