On an Algorithm of Finding an Approximate Solution of a Periodic Problem for a Third-Order Differential Equation

Nurgul Orumbayeva; Anar Assanova; Aliya Keldibekova

On an Algorithm of Finding an Approximate Solution of a Periodic Problem for a Third-Order Differential Equation

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Authors

Nurgul Orumbayeva
Anar Assanova
Aliya Keldibekova

Keywords:

partial differential equation, third order boundary value problem, algorithm, approximate solution

Abstract

In this paper, we study a periodic boundary value problem for a partial differential equation of the third order. An algorithm for finding a solution to this boundary value problem is proposed, and sufficient conditions for the convergence of the proposed algorithm are obtained.

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Published

2022-01-01

How to Cite

Orumbayeva, N., Assanova, A., & Keldibekova, A. (2022). On an Algorithm of Finding an Approximate Solution of a Periodic Problem for a Third-Order Differential Equation. Eurasian Mathematical Journal, 13(1), 69–85. Retrieved from https://emj.enu.kz/index.php/main/article/view/250