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STATIONARY SOLUTION FOR A STOCHASTIC LINARD EQUATION WITH MARKOVIAN SWITCHING

引用本文：	席福宝,赵丽琴.STATIONARY SOLUTION FOR A STOCHASTIC LINARD EQUATION WITH MARKOVIAN SWITCHING[J].数学物理学报(B辑英文版),2005(1).

作者姓名：	席福宝赵丽琴

作者单位：	Department of Mathematics Beijing Institute of Technology，Beijing 100081，China，Department of Mathematics Beijing Normal University，Beijing 100875，China

基金项目：	ThisprojectissupportedbytheNationalNaturalScienceFoundationofChina(19901001) theSRFforROCS,SEM.

摘要：	This paper considers a stochastic Lienard equation with Markovian switching. The Feller continuity of its solution is proved by the coupling method and a truncation argument. The existence of a stationary solution for the equation is also proved under the Foster-Lyapunov drift condition.
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