2021
DOI: 10.1109/tsmc.2019.2938216
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Event-Triggered Control for Multiagent Systems With Sensor Faults and Input Saturation

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Cited by 268 publications
(113 citation statements)
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“…In the following theorem, the conditions are derived to guarantee the stochastic asymptotic stability for the closed-loop T-S fuzzy MJSs (10). (1) with asynchronous adaptive sliding mode controller (5) and (6), if there exist positive matrices P k ∈ R 2n×2n , nonsingular matrix M ik ∈ R o×o , and matrices X ik ∈ R l×2n , N ik ∈ R l×o , and W ik ∈ R l×{n+m} such that for each k ∈  and ∈  , the following conditions hold,…”
Section: Resultsmentioning
confidence: 99%
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“…In the following theorem, the conditions are derived to guarantee the stochastic asymptotic stability for the closed-loop T-S fuzzy MJSs (10). (1) with asynchronous adaptive sliding mode controller (5) and (6), if there exist positive matrices P k ∈ R 2n×2n , nonsingular matrix M ik ∈ R o×o , and matrices X ik ∈ R l×2n , N ik ∈ R l×o , and W ik ∈ R l×{n+m} such that for each k ∈  and ∈  , the following conditions hold,…”
Section: Resultsmentioning
confidence: 99%
“…In the following theorem, we will give a solution to parameters A cij , B ci , C ci , D c , X ik , W ik , N ik , and M ik . (1) with controller (5) and (6), if there exist symmetric positive matrices X k ∈ R n×n and Y k ∈ R n×n and matrices L i ∈ R l×n , H i ∈ R n×m , W ik = [W 1ik , W 2ik ], N ik , and M ik and a positive scalar such that the following conditions hold min subject to (23) to (27)…”
Section: Theorem 1 Considering the T-s Fuzzy Mjssmentioning
confidence: 99%
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“…▪ Remark 6. To calculate the condition (48) in Matlab LMI toolbox, one can substitute with following inequality…”
Section: Event-triggered Finite-time Controller Designmentioning
confidence: 99%