用再生核方法求解一类分数阶微分方程边界值问题

In our previous work, we devoted our major work into the reproducing kernel method, based on the work we have done, in this paper, we mainly introduce this effective numerical method and use it to solve a class of fractional differential equations. At the beginning of the paper, we first give out the definition of the Riemann-Liouville fractional differential operator, then, introduce the main idea of how to use the reproducing kernel method to solve the fractional differential equations, after that, we give some famous examples to show the effective of it, at the end of this paper, we draw a conclusion that reproducing kernel method is an effective method.