Passivity and Stability Analysis of RDNNs with Dirichlet Boundary Conditions
Recently, DNNs have received considerable attention due to the wide applications in various areas such as image processing, signal processing, associative memory, pattern classification, optimization, and moving object speed detection. As we know, such ap
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assivity of Complex Dynamical Networks Analysis, Control and Applications
Passivity of Complex Dynamical Networks
Jin-Liang Wang Huai-Ning Wu Shun-Yan Ren •
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Passivity of Complex Dynamical Networks Analysis, Control and Applications
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Jin-Liang Wang Tianjin Key Laboratory of Autonomous Intelligence Technology and Systems School of Computer Science and Technology Tiangong University Tianjin, China
Huai-Ning Wu Science and Technology on Aircraft Control Laboratory, School of Automation Science and Electrical Engineering Beihang University Beijing, China
Shun-Yan Ren School of Mechanical Engineering Tiangong University Tianjin, China
ISBN 978-981-33-4286-6 ISBN 978-981-33-4287-3 https://doi.org/10.1007/978-981-33-4287-3
(eBook)
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Preface
Recently, the passivity problem for complex dynamical networks (CDNs) has received considerable attention due to its wide applications in various areas such as stability, complexity, signal processing, synchronization, and fuzzy control. But, the network models considered in the majority of existing studies have the same dimension of input and output vectors. Practically, the dimensions of input and output vectors in many real networks are different. Obviously, it is more interesting to study the passivity of CDNs with different dimensions of input and output. Moreover, the passivity is an advantageous tool to analyze the synchronization of CDNs. However, in many circumstances, CDNs need to realize synchronization in a finite time. Therefore, in order to better study the finite-time synchronization (FTS) of CDNs
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