Distributed Finite‐Time Extended Dissipative Filtering and Event‐Triggered Strategy for Nonlinear Systems Over Sensor Networks With Two‐Channel Stochastic Attacks
ABSTRACT This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor networks with two‐channel stochastic deception attacks. A new distributed filter is proposed, which simultaneously addresses the event‐tri...
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Published in | International journal of robust and nonlinear control Vol. 35; no. 8; pp. 3393 - 3408 |
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Main Authors | , , , , |
Format | Journal Article |
Language | English |
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Hoboken, USA
John Wiley & Sons, Inc
25.05.2025
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Abstract | ABSTRACT
This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor networks with two‐channel stochastic deception attacks. A new distributed filter is proposed, which simultaneously addresses the event‐triggered strategy and two‐channel attack scenario. Here, the event‐triggered strategy is devised in a distributed manner, and the deception attack model following the Bernoulli distribution is established. Additionally, the finite‐time extended dissipative index is considered to resolve the finite‐time distributed H∞$$ {H}_{\infty } $$, L2−L∞$$ {L}_2-{L}_{\infty } $$, passive, and dissipative filtering problem within a unified framework. Sufficient conditions are derived to ensure stochastically finite‐time extended dissipation for filtering error systems through stochastic analysis and iterative methods. Finally, the numerical simulation example is provided to validate the theoretical results. |
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AbstractList | This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor networks with two‐channel stochastic deception attacks. A new distributed filter is proposed, which simultaneously addresses the event‐triggered strategy and two‐channel attack scenario. Here, the event‐triggered strategy is devised in a distributed manner, and the deception attack model following the Bernoulli distribution is established. Additionally, the finite‐time extended dissipative index is considered to resolve the finite‐time distributed , , passive, and dissipative filtering problem within a unified framework. Sufficient conditions are derived to ensure stochastically finite‐time extended dissipation for filtering error systems through stochastic analysis and iterative methods. Finally, the numerical simulation example is provided to validate the theoretical results. This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor networks with two‐channel stochastic deception attacks. A new distributed filter is proposed, which simultaneously addresses the event‐triggered strategy and two‐channel attack scenario. Here, the event‐triggered strategy is devised in a distributed manner, and the deception attack model following the Bernoulli distribution is established. Additionally, the finite‐time extended dissipative index is considered to resolve the finite‐time distributed H∞$$ {H}_{\infty } $$, L2−L∞$$ {L}_2-{L}_{\infty } $$, passive, and dissipative filtering problem within a unified framework. Sufficient conditions are derived to ensure stochastically finite‐time extended dissipation for filtering error systems through stochastic analysis and iterative methods. Finally, the numerical simulation example is provided to validate the theoretical results. ABSTRACT This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor networks with two‐channel stochastic deception attacks. A new distributed filter is proposed, which simultaneously addresses the event‐triggered strategy and two‐channel attack scenario. Here, the event‐triggered strategy is devised in a distributed manner, and the deception attack model following the Bernoulli distribution is established. Additionally, the finite‐time extended dissipative index is considered to resolve the finite‐time distributed H∞$$ {H}_{\infty } $$, L2−L∞$$ {L}_2-{L}_{\infty } $$, passive, and dissipative filtering problem within a unified framework. Sufficient conditions are derived to ensure stochastically finite‐time extended dissipation for filtering error systems through stochastic analysis and iterative methods. Finally, the numerical simulation example is provided to validate the theoretical results. |
Author | Chen, Guici Zhu, Song Zhou, Xin Shen, Mouquan Chang, Xiao‐Heng |
Author_xml | – sequence: 1 givenname: Xin surname: Zhou fullname: Zhou, Xin organization: Wuhan University of Science and Technology – sequence: 2 givenname: Guici surname: Chen fullname: Chen, Guici email: chenguici@wust.edu.cn organization: Wuhan University of Science and Technology – sequence: 3 givenname: Song surname: Zhu fullname: Zhu, Song organization: China University of Mining and Technology – sequence: 4 givenname: Xiao‐Heng orcidid: 0000-0002-6197-1623 surname: Chang fullname: Chang, Xiao‐Heng organization: Wuhan University of Science and Technology – sequence: 5 givenname: Mouquan orcidid: 0000-0003-0765-6646 surname: Shen fullname: Shen, Mouquan organization: Nanjing Tech University |
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This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over... This study delves into the distributed finite‐time extended dissipative filtering problem and event‐triggered strategy for nonlinear systems over sensor... |
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SubjectTerms | deception attacks Dissipation distributed filtering Error analysis event‐triggered strategy Filtration finite‐time extended dissipative analysis Iterative methods Nonlinear systems sensor networks Simulation |
Title | Distributed Finite‐Time Extended Dissipative Filtering and Event‐Triggered Strategy for Nonlinear Systems Over Sensor Networks With Two‐Channel Stochastic Attacks |
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