Speaker
Timea Melinda Szemely Fulop
(West University of Timisoara)
Description
The main aim of this paper is to give characterizations of Datko type for uniform dichotomy in mean with growth rates concept for reversible stochastic skew-evolution semiflows in Banach spaces. As particular case, we obtain integral characterizations for uniform exponential dichotomy in mean and uniform polynomial dichotomy in mean.
The obtained results are generalizations of well-known theorems about uniform h-dichotomy of variational systems in deterministic case.
Primary author
Timea Melinda Szemely Fulop
(West University of Timisoara)
