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"Dissipativity-Based Consensus Tracking of Singular Multiagent Systems " by Xiangli Jiang, Guihua Xia et al.

This article, based on dissipativity theory, aims to tackle the consensus tracking issue for Lipschitz nonlinear singular multiagent systems (MASs) with switching topologies and communication delays. Rooted at the leader node, a directed spanning tree is assumed to be contained in the union of all possible interaction graphs. Within the framework of topology switching controlled by a Markov chain, communication delays encountered in the data transmission process are reasonably considered to be t...
Communication Delays Onsensus Tracking Issipativity Analysis Ipschitz Nonlinearity Singular System Witching Topologies
Source: uow.edu.au

"Consensus Tracking of Data-Sampled Nonlinear Multi-Agent Systems with " by Xiangli Jiang, Guihua Xia et al.

This paper investigates the tracking consistency regulation of high-order multi-agent systems (MASs) subject to Lipschitz nonlinear perturbations. Rooting at the leader node, the interagent interaction is described by a directed graph that contains a directed spanning tree. On designing the tracking protocol, an aperiodic data sampling scheme is introduced such that in-neighbors' information can be aperiodically sampled and transmitted via broadcast channels, where packet loss and communica...
Communication Delay Onsensus Tracking Ata Sampled Ipschitz Nonlinearity Packet Loss
Source: uow.edu.au

"H sub ∞ /sub delayed tracking protocol design of nonlinear singular m" by Xiangli Jiang, Guihua Xia et al.

Abstract The consensus tracking of singular multi-agent systems (MASs) with Lipschitz-type nonlinearities and exogenous disturbances is researched in this paper. Governed by a Markov chain, the network interaction randomly switches in a directed graph set, where the directed spanning tree is not contained in each graph while exists in the union rooting at the leader node. By utilizing a collection of in-neighborsโ€™ information that involves communication delay, the intention is to design a pro...
Communication Delay Onsensus Tracking Ipschitz Nonlinearity Arkovian Switching Topology Ingular Agent Network
Source: uow.edu.au

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