一类半空间分数阶微分方程边值问题的解

Solution for a Class of Half Space Fractional Differential Equations of the Boundary Problem

研究了一类半空间分数阶微分方程的边值问题,证明了利用Adomian分解方法求解Caputo意义下的分数阶微分方程的收敛性,并利用Adomian分解方法得到了该问题的无穷级数形式的解。

This paper dealt with a class of boundary problem, proved the convergence of Caputo fractional derivative by using Adomian half space fractional differential equations of the the fractional differential equations based on the decomposition method, and derived a solution in the form of a series by using this method.