Výsledky vyhledávání - (( cone complementary linearization algorithm ) OR ( one complementary linearization algorithm ))~

H∞ control for interval type‐2 fuzzy systems with infinite distributed time delays: Handling FlexRay protocol and relay channel Autor Yu, Ying, Zhang, Sunjie, Yan, Tingli

“…‐time interval type‐2 T‐S fuzzy system under the FlexRay protocol and relay channel. On the one hand, the FlexRay protocol is utilized to successfully alleviate the communication burden, which is a representative hybrid communication protocol…”
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Novel results on observer-based control of one-sided Lipschitz systems under input saturation Autor Rehan, Muhammad, Ahmad, Sohaira, Hong, Keum-Shik

“… A decoupling approach is provided for attaining simple design constraints for computing the controller and observer gains through a cone complementary linearization algorithm…”
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Improved results on sampled-data synchronization control for chaotic Lur'e systems Autor Li, Xinyu, Wang, Wei, Liang, Jinming

“… Utilizing these conditions, we compute the sampling controller gains through an enhanced iterative conditioned cone complementarity linearization iteration algorithm, thereby achieving…”
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Finite-Time Contractive Control of Spacecraft Rendezvous System Autor Sheng, Jing, Geng, Yunhai, Li, Min, Zhu, Baolong

“… The controller parameter can be obtained with the help of the cone complementary linearization algorithm…”
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Observer Design for One-Sided Lipschitz Nonlinear Systems Subject to Measurement Delays Autor Rehan, Muhammad, Hong, Keum-Shik, Majeed, Raafia, Ahmad, Sohaira

“…This paper presents a novel nonlinear observer-design approach to one-sided Lipschitz nonlinear systems in the presence of output delays…”
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The improved H∞ controller design for nonlinear networked control systems with random communication delays Autor Nian, Xiaohong, Dai, Liqiong, Sun, Miaoping, Wang, Haibo, Guo, Hua

“…‐convex matrix inequality, which can be solved by an optimal cone complementary linearization…”
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Novel Looped Functionals in Designing Output Feedback Controllers for Aperiodic Sampled-Data Control Systems Autor Wang, Wei, Liang, Jin-Ming, Zeng, Hong-Bing, Zhang, Xian-Ming

“… This condition is then adapted for control design. Using a cone complementary linearization algorithm with a stringent iteration criterion, a practical approach is developed to compute the control gain…”
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Reliable H∞ Control for a Class of Nonlinear Networked Control Systems with Random Delays Autor Wang, Yanqian, Zhuang, Guangming, Zhang, Shuyu, Shan, Zhenfang

“… The resulting closed‐loop system is converted into a Markov switching system. On the basis of the cone complementary linearization algorithm, a mode…”
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Absolute stability and stabilization for Lurie networked control systems Autor Zeng, Hong-Bing, He, Yong, Wu, Min, Xiao, Shen-Ping

“… Furthermore, the resulting condition is extended to design a state feedback controller by employing an improved cone complementary linearization (ICCL) algorithm…”
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Delay-dependent H∞ feedback control for discrete-time networked control systems Autor Li Yan-hong, Jiang Xie-fu

“… ∞ performance for the considered systems. Both H ∞ performance index γ and feedback controller parameter K can be achieved simultaneously by using a cone complementary linearization algorithm to solve the obtained nonlinear matrix inequality…”
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Fuzzy impulsive control for uncertain nonlinear systems with guaranteed cost Autor Wang, Zi-Peng, Wu, Huai-Ning

“…: one casts the controller design into a parameter-dependent…”
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Sliding-Mode Control of T-S Fuzzy Systems Under Weighted Try-Once-Discard Protocol Autor Zhang, Zhina, Niu, Yugang, Lam, Hak-Keung

“… The weighted try-once-discard (WTOD) protocol is utilized to arrange the transmission order of actuator nodes, under which only one node is permitted to obtain access to the communication network at any time…”
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H∞ control for discrete-time Markovian jump linear systems with partly unknown transition probabilities Autor Zhang, Lixian, Boukas, El-Kébir

“…∞ controllers to be designed include state feedback and dynamic output feedback, since the latter covers the static one…”
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Output feedback variable structure control for linear systems with uncertainties and disturbances Autor Park, PooGyeon, Choi, Doo Jin, Kong, Seong G.

“… The resulting criteria are, furthermore, converted into solvable ones, by using the so-called cone complementary linearization algorithm for bi-convex problems…”
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l1 PID Controller Synthesis via Delta Operator Approach Autor Li, Rui, Cao, Kairui, Xie, Jinmei, Du, Hairui, Zeng, Ming

“… Then, the SOF control system is represented in delta domain. A cone complementary Linearization (CCL…”
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Robust stability analysis of switched linear systems with time delay Autor Linlin Hou, Guangdeng Zong, Haibin Sun

“… Based on the single Lyapunov function method and cone complementary linearization algorithm, the robust stability criterion is proposed…”
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Output feedback stabilization of networked control systems with a logic zero-order-hold Autor Zhang, Xian-Ming, Han, Qing-Long

“… Second, an auxiliary vector-valued function is introduced to establish a novel finite-sum inequality, which can provide a tighter bound than some existing ones for some finite-sum term…”
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Robust H ∞ output feedback control for uncertain complex delayed dynamical networks Autor Li, Shukai, Zhang, Jianxiong, Tang, Wansheng

“… ∞ disturbance attenuation level for the resulting closed-loop systems. The controller design problem can be solved by a cone complementary linearization algorithm involving linear matrix inequality (LMI) conditions…”
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Decentralized control of network-based interconnected systems: A state-dependent triggering method Autor Tian, Engang, Yue, Dong

“…SummaryThis paper investigates decentralized control for a class of interconnected system. Different from the traditional systems, the considered system has…”
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Quantized Sliding Mode Control for Networked Markovian Jump Systems under Round-robin Protocol: The Output Feedback Case Autor Nie, Lijuan, Chen, Dongyan, Hu, Jun

“…This paper is concerned with the problem of protocol-based sliding mode control for a class of uncertain discrete networked Markovian jump systems with…”
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