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Discontinuities and hysteresis in quantized average consensus

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arxiv 1001.2620 v4 pith:KPBVQETP submitted 2010-01-15 math.OC cs.SYeess.SY

Francesca Ceragioli , Claudio De Persis , Paolo Frasca This is my paper · ORCID
classification math.OCcs.SYeess.SY
keywords consensusaveragedynamicsresultingsystemagentsapproachchattering
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We consider continuous-time average consensus dynamics in which the agents' states are communicated through uniform quantizers. Solutions to the resulting system are defined in the Krasowskii sense and are proven to converge to conditions of "practical consensus". To cope with undesired chattering phenomena we introduce a hysteretic quantizer, and we study the convergence properties of the resulting dynamics by a hybrid system approach.

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