A system of semilinear parabolic stochastic partial differential equations with additive space-
time noise is considered on the union of thin bounded tubular domains D_1,\eps:=Γ*(0,\eps) …

In many engineering and physics problems it is very hard to find a Lyapunov function
satisfying the classical version of the LaSalle's invariance principle. In this work, an …

The persistence of synchronization under environmental noise | Proceedings of the Royal
Society A: Mathematical, Physical and Engineering Sciences logo logo Skip main navigationJournal …

The objective of this work is to obtain uniform estimates, with respect to parameters, of the
attractor and of the basin of attraction of a dynamical system and to apply these results to …

In this paper, we consider a nonautonomous nonlocal reaction–diffusion equation with a
small perturbation in the nonlocal diffusion term and the nonautonomous force. Under the …

We investigate the global attractors and synchronization phenomenon of a coupled critical
Lamé system defined on a smooth bounded domain Ω⊂ R 3 with nonlinear damping and …

The synchronization of two nonautonomous dynamical systems is considered, where the
systems are described in terms of a skew-product formalism, ie, in which an inputed …

The synchronization dynamics of two linearly coupled pendula is studied in this paper.
Based on the Lyapunov stability theory and Linear matrix inequality (LMI); some necessary …

In this paper we consider a system of two coupled nonlinear lattice stochastic equations
driven by additive white noise processes. We prove the master slave synchronization of the …

The synchronization of Stratonovich stochastic differential equations (SDE) with a one-sided
dissipative Lipschitz drift and linear multiplicative noise is investigated by transforming the …