In this paper we consider a class of impulsive Caputo fractional-order cellular neural
networks with time-varying delays. Applying the fractional Lyapunov method and Mittag …

Impulse phenomena arising in nature, engineering, physics, and social sciences lead to
mathematical models described by impulsive systems. The impulsive actions of the models …

The book presents qualitative results for different classes of fractional equations, including
fractional functional differential equations, fractional impulsive differential equations, and …

Fractional impulsive differential equations are revisited first. Some fundamental solutions of
linear cases are given in this study. One straightforward technique without using integral …

This paper studies the dwell-time-dependent stability analysis of impulsive systems by using
a new time-square-dependent looped-functional. Based on the Lyapunov theory and two …

In this paper, we consider the problem of stability analysis of fractional-order complex-
valued Hopfield neural networks with time delays, which have been extensively …

This paper has investigated the existence, uniqueness and the global asymptotic stability of
equilibrium point for delayed fractional-order neural networks with impulsive effects. A …

This paper derives a computationally efficient and fast‐running solver for the approximate
solution of fractional differential equations with impulsive effects. In this connection, for …

This paper investigates the consensus problem of leader-following multi-agent systems with
fractional-order nonlinear dynamics. A typical event is defined as some error signals …

Since impulsive control has less conservation in the analysis of dynamical behaviors, a
surge of attention has been paid on the study of impulsive control systems. This paper is …