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Abstract: This paper deals with synchronization of a class of infinite-dimensional systems . The considered network is described by a collection of semilinear Lipschitz boundary-actuated infinite ...
Abstract: This work addresses the synchronization /consensus problem for identical multi-agent system (MAS). The dynamics of the agent is a general linear system that can be unstable. This work uses ...
Abstract: This paper deals with synchronization of a class of infinite-dimensional systems . The considered network is described by a collection of semilinear Lipschitz boundary-actuated infinite ...
network is also shown and illustrated via an example. This work addresses the synchronization /consensus problem for identical multi-agent system (MAS) where the dynamics of each agent is a general linear ...
We derive a master stability function (MSF) for synchronization in networks of coupled dynamical systems with small but arbitrary parametric variations. Analogous to the MSF for identical systems ...
Abstract: This paper deals with synchronization of a class of infinite-dimensional nonlinear systems . The considered network is described by a collection of semilinear Lipschitz boundary-actuated ...
in a system driven by additive independent Gaussian noise. We employ a spectral decomposition method to analyze synchronization of a non- identical oscillator network . We study the case that a small parameter ...
The problem is considered of asymptotic synchronization by states in networks of identical linear agents in the application of the consensual output feedback. For the networks with fixed topology ...
difficult, if not impossible, to solve for large systems . To bridge this gap, we develop a mean-field theory of synchronization for networks with multiple interaction layers. By assuming quasi- identical layers ...
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