抽象空间中一阶脉冲微分积分方程的边值问题

Boundary value problems of first order Volterra's impulsive integro-differential equations in abstract spaces

利用增算子不动点定理讨论了一阶抽象 Volterra型脉冲微分积分方程周期边值问题的广义解 。

In the paper,the mild solutions for the periodic boundary value problems of the first order nonlinear Volterra's impulsive integro differential equations in Banach spaces is considered by means of the fixed point theorem for increasing operators.