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This paper considers the connective stability of the interconnected swarm systems which are under the M-matrix conditions. A connective stability criterion for a class of pseudo-linear interconnected swarm systems is presented by finding the sum of weighted Lyapunov function for the interconnected subsystems. Simultaneously an example has been given to illustrate that the connective stability criterion...
This paper is concerned with the quantized stabilization of linear discrete systems with packet dropout. Based on the zoom strategy and Lyapunov theory, for a given packet dropout rate, a sufficient condition is given for closed-loop system to be mean square stable. A numerical simulation is presented to show the effectiveness of the main result.
In this paper, the delay-dependent stability problem is investigated for a class of singular time-delay (STD) systems with norm bounded parametric uncertainties. Without resorting to any bounding techniques for some cross terms and model transformation, the new less conservative delay-dependent stability criteria assuring the regularity, impulse-free and robust stability of the STD systems are derived...
Finite-time stability of a class of switched systems is discussed. First, the definition of set finite-time stability of switched systems is proposed, and sufficient conditions under witch switched systems is finite-time stable are also given. Finite-time stability results are proved by using common Lyapunov-like function and multiple Lyapunov-like functions respectively. Moreover, based on the proposed...
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