We study the continuity of pullback random attractors A λ, where the parameter belongs to a
complete metric space Λ. By a Hausdorff sub-norm space, we mean the collection of all …

For a nonautonomous random dynamical system, we introduce a concept of a pullback
random bi-spatial attractor (PRBA). We prove an existence theorem of a PRBA, which …

We study the continuity set (the set of all continuous points) of pullback random attractors
from a parametric space into the space of all compact subsets of the state space with …

The aim of this paper is to study the long-time behavior of impulsive evolution processes. We
obtain qualitative properties for impulsive evolution processes, and we prove an existence …

In this paper, following the work done in [11], we deal with the upper and weak-lower
semicontinuity of pullback attractors for impulsive evolution processes. We first deal with the …

This work is dedicated to study a non-autonomous formulation of the Klein-Gordon-Zakharov
system, which is a coupled system consisting of two non-autonomous evolution equations …

This paper is concerned with the asymptotic behaviors of the solutions of an impulsive
stochastic neural field lattice model driven by nonlinear noise. We first show the existence …