Mathematics of multi-agent learning systems at the interface of game theory and artificial intelligence
Long Wang, Feng Fu, Xingru Chen

TL;DR
This paper explores the mathematical connections between evolutionary game theory and artificial intelligence, focusing on multi-agent systems, strategy evolution, and collective intelligence to advance understanding of adaptive, cooperative, and competitive behaviors.
Contribution
It introduces a framework bridging evolutionary dynamics and multi-agent reinforcement learning, fostering the development of collective cooperative intelligence.
Findings
Identifies key intersections between EGT and AI in multi-agent contexts.
Proposes a mathematical framework for strategy evolution in multi-agent systems.
Highlights potential for advancing collective intelligence research.
Abstract
Evolutionary Game Theory (EGT) and Artificial Intelligence (AI) are two fields that, at first glance, might seem distinct, but they have notable connections and intersections. The former focuses on the evolution of behaviors (or strategies) in a population, where individuals interact with others and update their strategies based on imitation (or social learning). The more successful a strategy is, the more prevalent it becomes over time. The latter, meanwhile, is centered on machine learning algorithms and (deep) neural networks. It is often from a single-agent perspective but increasingly involves multi-agent environments, in which intelligent agents adjust their strategies based on feedback and experience, somewhat akin to the evolutionary process yet distinct in their self-learning capacities. In light of the key components necessary to address real-world problems, including (i)…
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Taxonomy
TopicsAdvanced Research in Systems and Signal Processing · Advanced Computational Techniques and Applications · Data Mining Algorithms and Applications
MethodsSelf-Learning
