This textbook provides the first systematic presentation of the theory of stochastic differential
equations with Markovian switching. It presents the basic principles at an introductory level …

This paper is concerned with p th moment exponential stability problem for a class of
stochastic delay differential equations driven by Lévy processes. Several new stability …

Markovian jump systems are a special class of hybrid and stochastic systems which can be
used to describe many real world applications, such as manufacturing systems, power …

This survey addresses stability analysis for stochastic hybrid systems (SHS), which are
dynamical systems that combine continuous change and instantaneous change and that …

In the past few years, a lot of research has been dedicated to the stability of interval systems
as well as the stability of systems with Markovian switching. However, little research has …

This paper is devoted to study the p th moment exponential stability problem for a class of
stochastic delay nonlinear systems (SDNSs) driven by G-Brownian motion. The delays …

Given an unstable hybrid stochastic differential equation (SDDE, also known as an SDDE
with Markovian switching), can we design a delay feedback control to make the controlled …

In this paper we are concerned with the mean-square exponential stabilization of continuous-
time hybrid stochastic differential equations (also known as stochastic differential equations …

The stability and stabilization problems for discrete-time semi-Markov jump linear systems
with time delay are discussed. By virtue of a novel Lyapunov–Krasovskill functional and the …

This paper is concerned with the problem of exponential stability for a class of Markovian
jump impulsive stochastic Cohen-Grossberg neural networks with mixed time delays and …