This paper deals with the problem of  α   -dissipativity filtering for singular Markovian jump systems (SMJSs) with distributed delays. Sufficient delay-dependent conditions are developed for the stochastic admissibility and the dissipativity analysis of SMJSs with distributed delays by using an integral partitioning technique. Then, based on these conditions, both mode-dependent and mode-independent filters are designed such that the filtering error SMJSs with distributed delays are stochastically stable and strictly   (Q,S,R)      (  Q  ,  S  ,  R  )        - α -dissipative. The criteria are established in terms of linear matrix inequalities. Finally, numerical examples are given to illustrate the effectiveness of the proposed methods.
['Guobao Liu', 'Zhidong Qi', 'Shengyuan Xu', 'Ze Li', 'Zhengqiang Zhang']
α-Dissipativity filtering for singular Markovian jump systems with distributed delays