作者: Wu, Zheng-Guang; Shi, Peng; Su, Hongye; 等. 2014年度中国百篇最具影响国际学术论文
来源：AUTOMATICA 卷: 50 期: 1 页: 180-186 出版年: JAN 2014
This paper is concerned with the problem of asynchronous l(2)-l(infinity) filtering for discrete-time stochastic Markov jump systems with sensor nonlinearity. The sensor nonlinearity is assumed to occur randomly according to a stochastic variable satisfying the Bernoulli distribution. A sufficient condition is first given such that the resultant filtering error system, which is a kind of nonhomogeneous Markov jump system, is stochastically stable with a guaranteed l(2)-l(infinity) performance index. Then the existence criterion of the desired asynchronous filter with piecewise homogeneous Markov chain is proposed in terms of a set of linear matrix inequalities.
