中立型随机泛函微分方程的有界性
중립형수궤범함미분방정적유계성
Boundedness for Neutral Stochastic Functional Differential Equations
  • 万方数据
    应用数学 응용수학
    MATHEMATICA APPLICATA
    2008年 3期 622-628 ,共7页

    戴伟星%周少波

    대위성%주소파

    有界性%半鞅收敛定理%LaSalle定理%Ito公式 有界性%半鞅收斂定理%LaSalle定理%Ito公式
    유계성%반앙수렴정리%LaSalle정리%Ito공식
    Boundedness%Semimartingale convergence theorem%LaSalle-type
    本文主要讨论了中立型随机泛函微分方程的有界性.我们得到的结果本质上也是一种随机的LaSalle定理.
    본문주요토론료중립형수궤범함미분방정적유계성.아문득도적결과본질상야시일충수궤적LaSalle정리.
    The main aim of this paper is to establish some criteria on the boundedness for neutral stochastic functional differential equations.These new results can be considered as some kinds of stochastic LaSalle-type theorems.
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