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- Title
A new impulsive integro-differential inequality and its applications.
- Authors
Huali Wang; Diwang Lin
- Abstract
In this paper, a new impulsive integro-differential inequality is presented, which can be widely applied to many fields in real world. Then, based on the equality, we analyze the exponential stability of some impulsive differential systems with discrete and continuously distributed delays, which illustrate the effectiveness of our results.
- Subjects
NUMERICAL solutions to integro-differential equations; EXPONENTIAL stability; DISCRETE systems; DISTRIBUTION (Probability theory); NUMERICAL solutions to functional differential equations; MATHEMATICAL proofs; MATHEMATICAL analysis
- Publication
Journal of Computational Analysis & Applications, 2013, Vol 15, Issue 1, p817
- ISSN
1521-1398
- Publication type
Article