Author:
Toigonbaeva Aizat,Obodoeva Gumushai,Kambarova Aisalkyn
Abstract
Annotation
Integral equations, as well as their solutions, play an important role in the study of various problems of science and technology. Of particular interest are the Volterra integral equations. In this paper, a regularizing operator is constructed using the method of M. M. Lavrentiev for solving a class of Volterra linear integral equations of the third kind.
Subject
General Physics and Astronomy
Reference11 articles.
1. Application of Volterra integral equations in dynamics of multispan uniform continuous beams subjected to a moving load;Zakęś;Shock Vib.,2016
2. Duality theory for solutions to Volterra integral equations;Jung;J. Math. Anal. Appl.,1999
3. On the oscillation of Volterra integral equations with positive and negative nonlinearities;Özbekler;Math. Methods Appl. Sci.,2016
4. Volterra integral equations and evolution equations with an integral condition;Artyushin;Differ. Equations,2017
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