2020
DOI: 10.48550/arxiv.2009.08847
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Approximate Majority With Catalytic Inputs

Abstract: Third-state dynamics [AAE08, PVV09] is a well-known process for quickly and robustly computing approximate majority through interactions between randomly-chosen pairs of agents. In this paper, we consider this process in a new model with persistentstate catalytic inputs, as well as in the presence of transient leak faults.Based on models considered in recent protocols for populations with persistent-state agents [DK18, ADK + 17, ATU20] we formalize a Catalytic Input (CI) model comprising n input agents and m w… Show more

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