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Impulsive integro-differentiai equations and extension of lyapunov's method

Impulsive integro-differentiai equations and extension of lyapunov's method We extend, in this paper, Lyapunov's method to impulsive integro–differential equations and prove various stability criteria in a unified set up. Several special cases are discussed which demonstrate the effect of impulses. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Applicable Analysis: An International Journal Taylor & Francis

Impulsive integro-differentiai equations and extension of lyapunov's method

Impulsive integro-differentiai equations and extension of lyapunov's method

Applicable Analysis: An International Journal , Volume 32 (3-4): 13 – Jan 1, 1989

Abstract

We extend, in this paper, Lyapunov's method to impulsive integro–differential equations and prove various stability criteria in a unified set up. Several special cases are discussed which demonstrate the effect of impulses.

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References (2)

Publisher
Taylor & Francis
Copyright
Copyright Taylor & Francis Group, LLC
ISSN
1563-504X
eISSN
0003-6811
DOI
10.1080/00036818908839849
Publisher site
See Article on Publisher Site

Abstract

We extend, in this paper, Lyapunov's method to impulsive integro–differential equations and prove various stability criteria in a unified set up. Several special cases are discussed which demonstrate the effect of impulses.

Journal

Applicable Analysis: An International JournalTaylor & Francis

Published: Jan 1, 1989

Keywords: I.yapunov stability; impulsive integro-differential equations

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