2009•Journal of Northwest Normal UniversityRequires access

Bounded variation solutions for a class of impulsive differential systems at fixed times

Weihong Wu

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Abstract

The bounded variation solutions for one order impulsive differential systems at fixed times on a finite interval are discussed by using the conclusions of bounded variation solutions for discontinuous systems,the sufficient conditions of existence and uniqueness of bounded variation solutions for the impulsive differential systems are established.

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What this paper is about

The bounded variation solutions for one order impulsive differential systems at fixed times on a finite interval are discussed by using the conclusions of bounded variation solutions for discontinuous systems,the sufficient conditions of existence and uniqueness of bounded variation solutions for the impulsive differential systems are established.

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Available abstract

The bounded variation solutions for one order impulsive differential systems at fixed times on a finite interval are discussed by using the conclusions of bounded variation solutions for discontinuous systems,the sufficient conditions of existence and uniqueness of bounded variation solutions for the impulsive differential systems are established.

Key concepts: Bounded function, Mathematics, Uniqueness, Variation (astronomy), Bounded variation, Class (philosophy), Mathematical analysis, Interval (graph theory)

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