Average Consensus: A Little Learning Goes A Long Way
Bernadette Charron-Bost, Patrick Lambein-Monette

TL;DR
This paper introduces distributed algorithms for consensus and average consensus in dynamic networks, enabling low-resource agents to reliably compute averages despite frequent topology changes.
Contribution
It presents novel, fully distributed algorithms that operate efficiently without unique identifiers or global network knowledge, based on local degree information.
Findings
Algorithms operate in polynomial time in a synchronous model.
No need for symmetry-breaking devices or global control.
Agents learn local degree information to achieve consensus.
Abstract
When networked systems of autonomous agents carry out complex tasks, the control and coordination sought after generally depend on a few fundamental control primitives. Chief among these primitives is consensus, where agents are to converge to a common estimate within the range of initial values, which becomes average consensus when the joint limit should be the average of the initial values. To provide reliable services that are easy to deploy, these primitives should operate even when the network is subject to frequent and unpredictable changes. Moreover, they should mobilize few computational resources so that low powered, deterministic, and anonymous agents can partake in the network. In this stringent adversarial context, we investigate the distributed implementation of these primitives over networks with bidirectional, but potentially short-lived, communication links. Inspired by…
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