This paper addresses the problem of the delay-dependent stability and H∞ performance for
neutral systems with uncertain Markovian jump; the uncertainty of Markovian jump refers to …

In this paper, we investigate the global p th moment exponential ultimate boundedness of
impulsive stochastic differential systems. Using Lyapunov functions and algebraic inequality …

The study of dynamic systems appears in various aspects of dynamical structures such as
decomposition, decoupling, observability, and controllability. In the present research, we …

The main aim of this article is to review the existing state of art concerning the complete
controllability of semilinear dynamical systems. The study focus on obtaining the sufficient …

This paper is concerned with the controllability of impulsive stochastic integro-differential
systems. Sufficient conditions of complete controllability for impulsive stochastic integro …

In this paper, we study a new class of impulsive stochastic partial integro‐differential
inclusions with state‐dependent delay in separable Hilbert spaces. Firstly, by using …

Sufficient conditions for relative controllability of stochastic fractional neutral systems with
bounded operator and multiple time varying delay in the control are obtained. The result is …

In this paper, we investigate the controllability for a class of nonlocal second‐order impulsive
neutral stochastic integro‐differential equations with infinite delay in Hilbert spaces. More …

Stochastic differential equation (SDE) is an ordinary differential equation with a stochastic
process that can model the unpredictable real-life behavior of any continuous systems. It is …

This work deals with the large deviation principle which studies the decay of probabilities of
certain kind of extremely rare events. We consider stochastic neutral fractional functional …