期刊名称：Lecture Notes in Engineering and Computer Science
印刷版ISSN：2078-0958
电子版ISSN：2078-0966
出版年度：2018
卷号：2233&2234
页码：571-576
出版社：Newswood and International Association of Engineers
摘要：The problems of delay-range-dependent exponential
stability analysis for certain neutral differential equation
with discrete and distributed time-varying delays are studied.
The time-varying delays are continuous functions belonging to
the given interval delays, which mean that the lower and upper
bounds for time-varying delays are available. Based on new
class of augmented Lyapunov-Krasovskii functional, descriptor
model transformation, decomposition technique of coefficient
constant, Leibniz-Newton formula, utilization of zero equation,
improved integral inequalities and Peng-Park’s integral inequality,
new delay-range-dependent exponential stability criteria is
derived in terms of linear matrix inequalities (LMIs) for the
equation. Numerical example suggests that the results given to
illustrate the effectiveness.
关键词：exponential stability analysis; neutral differential
equation; linear matrix inequality (LMIs); discrete and
distributed time;varying delays
