2015
DOI: 10.1155/2015/380184
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HConsensus for Discrete-Time Multiagent Systems

Abstract: An ∞ consensus problem of multiagent systems is studied by introducing disturbances into the systems. Based on ∞ control theory and consensus theory, a condition is derived to guarantee the systems both reach consensus and have a certain ∞ property. Finally, an example is worked out to demonstrate the effectiveness of the theoretical results.

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“…On the other hand, Ren and Beard [34] have hypothesized that to reach consensus among group of agents, there must be a shared variable of interest called informational state. Wang and Shao [35] have strengthened the role of informational state by developing consensus protocol where state of neighbor agent is continuously controlled by state of initial agent. All the above reviews indicate that there has been a great extent of concern on consensus algorithm to solve conflicting problems among own goal oriented agents.…”
Section: Surveys Related To Consensus In Cooperative Decisionsmentioning
confidence: 99%
“…On the other hand, Ren and Beard [34] have hypothesized that to reach consensus among group of agents, there must be a shared variable of interest called informational state. Wang and Shao [35] have strengthened the role of informational state by developing consensus protocol where state of neighbor agent is continuously controlled by state of initial agent. All the above reviews indicate that there has been a great extent of concern on consensus algorithm to solve conflicting problems among own goal oriented agents.…”
Section: Surveys Related To Consensus In Cooperative Decisionsmentioning
confidence: 99%