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A New Approach for the Approximate Analytical Solution of Space-Time Fractional Differential Equations by the Homotopy Analysis Method

机译:同型分析法的时空分数微分方程近似分析解的新方法

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The motivation of this study is to construct the truncated solution of space-time fractional differential equations by the homotopy analysis method (HAM). The first space-time fractional differential equation is transformed into a space fractional differential equation or a time fractional differential equation before the HAM. Then the power series solution is constructed by the HAM. Finally, taking the illustrative examples into consideration we reach the conclusion that the HAM is applicable and powerful technique to construct the solution of space-time fractional differential equations.
机译:该研究的动机是通过同型分析方法(火腿)构建时空分数微分方程的截短解。第一时空分数微分方程被转换为火腿前的空间分数微分方程或时间分数微分方程。然后通过火腿构建电源系列解决方案。最后,考虑说明性的例子我们得出结论,即火腿是适用的和强大的技术,以构建时空分数微分方程的解决方案。

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