Stochastic Filtering for Quorum Sensing in Robot Swarms under Anonymous Communication

📅 2026-07-15
📈 Citations: 0
Influential: 0
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🤖 AI Summary
In anonymous robotic swarms, population estimation via quorum sensing is prone to overcounting bias due to indistinguishable message origins. To address this issue, this work proposes ANTk, a stochastic filtering protocol inspired by k-leader sampling that actively curates messages in the buffer to mitigate double-counting and information inertia while preserving anonymity. Experimental results demonstrate that ANTk substantially enhances estimation stability. Although it incurs a modest increase in recovery time, it outperforms the baseline method AN and its variant ANT in both bias control and dynamic responsiveness.
📝 Abstract
Quorum Sensing (QS) is a key capability for robot swarms, useful for coordination of activities at the group level. Effective communication is instrumental for individuals to estimate the quorum level of the entire swarm. Anonymous communication protocols where individuals exchange local information without revealing unique identities are helpful to support quorum estimates by sampling information from neighbours and maintain scalability of the QS process. However, because anonymous protocols cannot distinguish message sources, repeated messages from the same sender may be double-counted, thereby biasing collective quorum estimates. In this study, we introduce a stochastic filtering protocol inspired by $k$-priority sampling to improve estimate stability (\ANTk), and we compare it with a baseline anonymous protocols (\AN) and a randomised variant designed to improve accuracy (\ANT). We find that the baseline protocol \AN provides a parsimonious and fast solution, but remains highly inaccurate due to double-counting bias. The \ANT variant improves accuracy but suffers from information inertia, resulting in slower convergence. Finally, actively filtering the message buffer via the \ANTk protocol successfully decreases temporary errors and stabilises the estimate, at the cost of an increased time of recovery from errors.
Problem

Research questions and friction points this paper is trying to address.

Quorum Sensing
Robot Swarms
Anonymous Communication
Double-counting Bias
Stochastic Filtering
Innovation

Methods, ideas, or system contributions that make the work stand out.

stochastic filtering
quorum sensing
anonymous communication
robot swarms
k-priority sampling
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