We introduce a class of novel stochastic coupled systems in which the coupling structure is
time-varying and the topology structure is not strongly connected, and first establish the …

In this paper, by linking Fokker–Planck equations with stochastic coupled systems, a new
method is provided to investigate the existence of a stationary distribution of stochastic …

This paper is concerned with the pth moment exponential stability of stochastic coupled
systems with time delays and time-varying coupling structure (SCTVCS). The coupling …

A general model of stochastic networks of coupled oscillators with variable delay is
considered. Together the methods of graph theory and Lyapunov function, some sufficient …

Purpose The purpose of this paper is to apply an efficient semi-analytical method for the
approximate solution of Lienard's equation of fractional order. Design/methodology …

This paper is concerned with the stabilisation of stochastic coupled systems (SCSs) via
feedback control based on discrete-time state observations. State feedback control based on …

We are concerned with the oscillatory behavior of the solutions of a generalized Euler
differential equation where the nonlinearities satisfy smoothness conditions which …

The stabilization of stochastic coupled systems with time delay and time-varying coupling
structure (SCSTT) via feedback control is investigated. We generalize systems with constant …

‎‎‎‎ In the present work the oscillatory behavior of the solutions of a nonlinear generalization of
Euler equation will be considered in which the‎‎ nonlinearities satisfy the smoothness …

This paper investigates the uniqueness and hyperbolicity of the autonomous planar system
with zero diagonal coefficient x ̇= p 2 (y) q 2 (x) y, y ̇= p 3 (y) q 3 (x) x+ p 4 (y) q 4 (x) y and …