本文研究了带超前项的三阶脉冲中立型积分微分方程的初值问题.分别运用Leray—Schaude与Banach不动点定理,建立了两个存在准则.通过一个例子说明了主要结论.
This paper study initial value problems for third order impulsive neutral integrodifferential equations with advanced argument. By using the fixed point theorem of Leray- Schaude and Banach respectively, we establish two existence criteria. An example is given to illustrate our main results.