Application of the method of averaging to boundary value problems for differential equations with non-fixed moments of impulse
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Published:2022-07-26
Issue:2
Volume:14
Page:304-326
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ISSN:2313-0210
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Container-title:Carpathian Mathematical Publications
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language:
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Short-container-title:Carpathian Math. Publ.
Author:
Stanzhytskyi O.M.,Uteshova R.E.,Mukash M.,Mogylova V.V.
Abstract
The method of averaging is applied to study the existence of solutions of boundary value problems for systems of differential equations with non-fixed moments of impulse action. It is shown that if an averaged boundary value problem has a solution, then the original problem is solvable as well. Here the averaged problem for the impulsive system is a simpler problem of ordinary differential equations.
Publisher
Vasyl Stefanyk Precarpathian National University
Subject
General Mathematics
Cited by
1 articles.
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