多基点分数阶微分方程脉冲边值问题解的存在性

An Existence Result for Impulsive Boundary Value Problem for Fractional Differential Equations with Multiple Base Points

该文研究了α(∈(1,2))阶非线性多基点分数微分方程脉冲边值问题解的存在性,利用不动点定理在较弱条件下得到了解的存在性定理,并通过三个实例验证了解的存在性.

In this paper,we.study the existence of solutions for impulsive boundary valueproblem for nonlinear multiple base points differential equations of fractional order o E(1,2).By using some well-known fixed point theorem,we obtain an existence result on solution underthe weak assumption Three examples are given to illustrate the existence theorems.