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Pseudo-operational matrix method for the solution of variable-order fractional partial integro-differential equations

机译:伪操作矩阵方法,用于可变性分数部分积分 - 微分方程的解决方案

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The main purpose of this paper is to utilize the collocation method based on fractional Genocchi functions to approximate the solution of variable-order fractional partial integro-differential equations. In the beginning, the pseudo-operational matrix of integration and derivative has been presented. Then, using these matrices, the proposed equation has been reduced to an algebraic system. Error estimate for the presented technique is discussed and has been implemented the error algorithm on an example. At last, several examples have been illustrated to justify the accuracy and efficiency of the method.
机译:本文的主要目的是利用基于分数Genocchi的搭配方法来近似可变阶分形部分积分微分方程的解决方案。 在开始,已经介绍了集成和衍生的伪操作矩阵。 然后,使用这些矩阵,所提出的等式已经减少到代数系统。 讨论了呈现技术的误差估计,并在示例上实现了错误算法。 最后,已经说明了几个例子以证明该方法的准确性和效率。

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