Extended-Dissipativity-Based Adaptive Event-Triggered Control for Stochastic Polynomial Fuzzy Singular Systems

Finite‐time exponentially extended dissipative filtering for singular time‐delay Markov jump systems with quantized outputs based on hidden Markov mode

“…This novel concept includes both a exponential function 𝜇 −l and a constant 𝜌, which is more complex than conventional infinite-time extended dissipativity. 11,19,31,39,41,42 In addition, FTEED can reduce to some important performances by selecting appropriate dissipativity parameters S 1 , S 2 , S 3 , S 4 .…”

“…Motivated by Zhang et al 11 and Han et al, 43 FTEED in this article is further proposed. This novel concept includes both a exponential function $$$ {\mu}^{-l} $$$ and a constant $$$ \rho $$$, which is more complex than conventional infinite‐time extended dissipativity 11,19,31,39,41,42 . In addition, FTEED can reduce to some important performances by selecting appropriate dissipativity parameters $$$ {S}_1 $$$, $$$ {S}_2 $$$, $$$ {S}_3 $$$, $$$ {S}_4 $$$.…”

“…11,31,39,40 The extended dissipative filtering problem has been widely investigated in recent years. 5,41,42 It should be emphasized that Reference 11 first designed mode-dependent and mode-independent filters for continuous-time MJSs with time-varying delays such that the resulting filtering error system was stochastically stable and extended dissipative. On the basis of Reference 11, the References 12 and 31 investigated the extended dissipative filtering for discrete time persistent dwell-time switched systems with packet dropouts and continuous time SMJSs with time-varying delays, respectively.…”

“…Besides, it is worth noticing that extended dissipativity established a unified framework for some well‐known performance indices, such as $$$ {H}_{\infty } $$$, $$$ {L}_2-{L}_{\infty } $$$, passivity, and dissipativity performance by tuning some weighting parameters 11,31,39,40 . The extended dissipative filtering problem has been widely investigated in recent years 5,41,42 . It should be emphasized that Reference 11 first designed mode‐dependent and mode‐independent filters for continuous‐time MJSs with time‐varying delays such that the resulting filtering error system was stochastically stable and extended dissipative.…”

Unified finite‐time fault estimation and fault‐tolerant control for Takagi–Sugeno fuzzy singular systems

“…Since it characterizes the both dynamic and static behaviors concurrently, as a result, it will be a more beneficial modeling. 1 In distinction to the traditional state space description, singular systems depict the practical illustration of real-world applications including chemical processes, mineral industries, circuit theories, economic theory, mechanical systems, power systems, electronic circuits and aerospace systems 2 in much more precise manner. In this advantageous regard, singular systems have garnered considerable attention from research community throughout the course of the previous several decades.…”