In this paper, a novel kind of stochastic delayed complex networks with multi-weights
(SDCNMW) is considered. We first split SDCNMW into multiple stochastic complex networks …

This paper investigates the global Mittag–Leffler stability of coupled system of fractional-
order differential equations on network (CSFDEN). By using graph theory and the Lyapunov …

This paper considers the stability of stochastic nonlinear discrete-time impulsive systems
with time delay and Markov jumps. The transition probabilities of Markov jumps are finite …

In this paper, the issue of exponential synchronization for a class of stochastic coupled
networks with Markovian switching is investigated. Based on some results in graph theory …

The equilibrium state of a dynamical system can be divided into the equilibrium point and
limit cycle. In this paper, the stability analysis of the equilibrium point and limit cycle of …

In this paper, a novel class of stochastic coupled systems with Lévy noise on networks
(SCSLNNs) is presented. Both white noise and Lévy noise are considered in the networks …

In this paper, a novel approach to exponential stability of stochastic complex networks with
multi-weights is investigated by means of the graph-theoretical method. New sufficient …

This paper is mainly concerned with the issue of stability for multi-group models with
dispersal (MGMD). A system on multi-digraph is used to model the MGMD. The popular …

This paper studies a novel class of feedback control systems of impulsive fractional
differential equations on networks (FCSIFDENs). By combining some graph theory and the …

This paper focuses on a novel model of pantograph multi-group models with dispersal and
stochastic perturbation. The effects of proportional delay, multiple dispersal among groups …