一类脉冲分数阶半线性泛函微分方程的弱解的存在性
일류맥충분수계반선성범함미분방정적약해적존재성
Existence of Mild Solutions for Impulsive Fractional Order Semilinear Functional Differential Equations
  • 万方数据
    数学研究 수학연구
    JOURNAL OF MATHEMATICAL STUDY
    2011年 4期 336-346 ,共11页

    蒋和平%蒋威%丁文国

    장화평%장위%정문국

    弱解%脉冲分数阶半线性泛函微分方程%Banach不动点定理%解析半群 弱解%脈遲分數階半線性汎函微分方程%Banach不動點定理%解析半群
    약해%맥충분수계반선성범함미분방정%Banach불동점정리%해석반군
    Mild solution%Impulsive fractional order semilinear functional differential equations%Banach fixed point theorem%Analytic semigroup
    在本文中，我们通过利用线性算子的解析半群理论和不动点定理对一类脉冲分数阶半线性泛函微分方程的弱解的存在性进行讨论．
    재본문중，아문통과이용선성산자적해석반군이론화불동점정리대일류맥충분수계반선성범함미분방정적약해적존재성진행토론．
    In this paper, we use the analytic method to prove the existence of mild solution equations in a Banach space. semigroup theory of linear operators and fixed point for impulsive fractional order functional differential
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