Stability of Evolving Multi-Agent Systems
Philippe De Wilde, Gerard Briscoe

TL;DR
This paper models the stability of evolving multi-agent systems using Markov chains, introduces an entropy-based measure of instability, and validates the approach through simulations, laying groundwork for digital ecosystems.
Contribution
It extends existing Markov chain models to include evolving agent populations and defines a new entropy-based stability measure for such systems.
Findings
Stability analysis aligns with previous non-evolving models.
Entropy correlates with system instability.
Simulation results support the theoretical framework.
Abstract
A Multi-Agent System is a distributed system where the agents or nodes perform complex functions that cannot be written down in analytic form. Multi-Agent Systems are highly connected, and the information they contain is mostly stored in the connections. When agents update their state, they take into account the state of the other agents, and they have access to those states via the connections. There is also external, user-generated input into the Multi-Agent System. As so much information is stored in the connections, agents are often memory-less. This memory-less property, together with the randomness of the external input, has allowed us to model Multi-Agent Systems using Markov chains. In this paper, we look at Multi-Agent Systems that evolve, i.e. the number of agents varies according to the fitness of the individual agents. We extend our Markov chain model, and define stability.…
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