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On the solvability fractional of a boundary value problem with new fractional integral

机译:新分数积分的边值问题的可溶剂分数

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摘要

This work presents new techniques for finding solutions of linear fractional differential equation boundary value problem when the derivation is conformable fractional of Caputo type, the first technique we will study the method that converts an initial value problem to an equivalent linear ordinary differential equation of second order. In order to find solution by an other technique we introduce a new definition of fractional integral as an inverse of the conformable fractional derivative of Caputo. Also, some examples are included to improve the validity and applicability of the techniques.
机译:当推导是Caputo类型的符合性分数的衍生作用时,提供了用于查找线性分数差分方程边界值问题的新技术,我们将研究将初始值问题转换为二阶的等效线性常微分方程的方法 。 为了通过其他技术寻找解决方案,我们将分数积分的新定义作为Caputo适系的分数衍生物的倒数。 此外,包括一些示例以改善技术的有效性和适用性。

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