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- Title
Dynamic Event-Triggered Control for Delayed Nonlinear Markov Jump Systems under Randomly Occurring DoS Attack and Packet Loss.
- Authors
Zhang, Haiyang; Chen, Huizhen; Xiong, Lianglin; Zhang, Yi
- Abstract
This paper aims to address the exponential stability and stabilization problems for a class of delayed nonlinear Markov jump systems under randomly occurring Denial-of-Service (DoS) attacks and packet loss. Firstly, the stochastic characteristics of DoS attacks and packet loss are depicted by the attack success rate and packet loss rate. Secondly, a Period Observation Window (POW) method and a hybrid-input strategy are proposed to compensate for the impact of DoS attack and packet loss on the system. Thirdly, A Dynamic Event-triggered Mechanism (DETM) is introduced to save more network resources and ensure the security and reliability of the systems. Then, by constructing a general common Lyapunov functional and combining it with the DETM and other inequality analysis techniques, the less conservative stability and stabilization criteria for the underlying systems are derived. In the end, the effectiveness of our result is verified through two examples.
- Subjects
MARKOVIAN jump linear systems; EXPONENTIAL stability; DENIAL of service attacks; RELIABILITY in engineering; STABILITY criterion; INTEGRAL inequalities
- Publication
Mathematics (2227-7390), 2024, Vol 12, Issue 7, p1064
- ISSN
2227-7390
- Publication type
Article
- DOI
10.3390/math12071064