Drivers of Variation in the Optimal Spatial Structure of Collective Information Gatherers
R. S. Walker, G. Ramos-Fernandez, D. Boyer, S. E. Smith-Aguilar, X. O'Neill, M. J. Silk

TL;DR
This paper develops a mathematical model to determine the optimal spatial structure of collective information gatherers, revealing how resource levels and individual differences influence subgroup formation for efficient knowledge transfer.
Contribution
It introduces a novel optimization framework using topological representations to analyze how collective spatial structures vary with resource constraints and individual abilities.
Findings
Resource abundance influences optimal subgroup sizes.
Heterogeneity in abilities favors smaller subgroups for sharing.
Model applies to ecology and bio-inspired system design.
Abstract
Collective systems that self-organise to maximise the group's ability to collect and distribute information can be successful in environments with high spatial and temporal variation. Such organisations are abundant in nature, as sharing information is a key benefit of many biological collective systems, and have been influential in the design of many artificial collectives such as swarm robotics. Understanding how these systems may be spatially distributed to optimise their collective potential is therefore of importance in both ecology and in collective systems design. Here, we develop a mathematical model which uses an optimisation framework to determine the higher-order spatial structure of a collective that optimises group-level knowledge transfer. The domain of the objective function is a set of weighted simplicial sets, which can fully represent the spatial structure from a…
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