EXACT SOLUTION OF A FRACTIONAL MODEL OF THE DYNAMICS OF TWO COMPETING PREY-PREDATOR POPULATIONS USING THE SBA NUMERICAL METHOD

Jeremie Yiyureboula Bationo, Francis Bassono
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Abstract

In this paper, we use the SBA numerical method by applying Picard’s principle for solving a system of fractional equations. We first state the convergence of the SBA algorithm before proceeding to the search for the possible solution. A graphical representation of the solution for different values of the perturbation parameter and fractional parameter allows the behavior of the curve to be examined. Received: May 3, 2023Accepted: June 29, 2023
用sba数值方法精确解两个相互竞争的捕食者种群动态的分数模型
本文应用Picard原理,利用SBA数值方法求解一类分数阶方程组。在继续寻找可能的解之前,我们首先说明了SBA算法的收敛性。摄动参数和分数参数的不同值的解的图形表示允许检查曲线的行为。收稿日期:2023年5月3日。收稿日期:2023年6月29日
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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