应用泛函分析学报
應用汎函分析學報
응용범함분석학보
ACTA ANALYSIS FUNCTIONALIS APPLICATA
2009年
3期
201-210
,共10页
积微分方程%不动点定理%预解算子%非局部条件
積微分方程%不動點定理%預解算子%非跼部條件
적미분방정%불동점정리%예해산자%비국부조건
integrodifferential equations%fixed point theorem%resolvent operators%nonlocal conditions
运用预解算子理论和Schauder不动点定理,在Banach空间证明了一类非局部半线性积微分方程积分解的存在性.
運用預解算子理論和Schauder不動點定理,在Banach空間證明瞭一類非跼部半線性積微分方程積分解的存在性.
운용예해산자이론화Schauder불동점정리,재Banach공간증명료일류비국부반선성적미분방정적분해적존재성.
We prove the existence of integral solutions for semilinear integrodifferential equations with nonlocal conditions in Banach spaces. The results obtained by using the theory of resolvent operators and the classical Schauder fixed point theorem.
