Boundary value problem for first order impulsive functional integro-differential equations
作者：
Highlights：
•
摘要
This paper investigates extremal solutions of the boundary value problem for impulsive functional integro-differential equations with nonlinear boundary conditions and deviating arguments. In the presence of a lower solution u and an upper solution v with u≥v, existence of extremal solutions is proved by establishing a new comparison principle and using the monotone iterative technique.
论文关键词：Upper and lower solutions in reverse order,Impulsive integro-differential equations with deviated arguments,Nonlinear boundary conditions,Monotone iterative technique
论文评审过程：Received 20 March 2010, Revised 27 October 2010, Available online 3 November 2010.
论文官网地址：https://doi.org/10.1016/j.cam.2010.10.045
