Multi-agent Natural Actor-critic Reinforcement Learning Algorithms
Prashant Trivedi, Nandyala Hemachandra

TL;DR
This paper introduces three decentralized multi-agent natural actor-critic algorithms that optimize joint policies in multi-agent reinforcement learning, with proven convergence and practical effectiveness demonstrated in traffic and multi-agent scenarios.
Contribution
It presents the first convergence proofs for fully decentralized multi-agent natural actor-critic algorithms with linear function approximation.
Findings
Algorithms converge to stable policy sets.
Achieved 25% reduction in traffic congestion.
Performance comparable to existing methods in multi-agent tasks.
Abstract
Multi-agent actor-critic algorithms are an important part of the Reinforcement Learning paradigm. We propose three fully decentralized multi-agent natural actor-critic (MAN) algorithms in this work. The objective is to collectively find a joint policy that maximizes the average long-term return of these agents. In the absence of a central controller and to preserve privacy, agents communicate some information to their neighbors via a time-varying communication network. We prove convergence of all the 3 MAN algorithms to a globally asymptotically stable set of the ODE corresponding to actor update; these use linear function approximations. We show that the Kullback-Leibler divergence between policies of successive iterates is proportional to the objective function's gradient. We observe that the minimum singular value of the Fisher information matrix is well within the reciprocal of the…
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Taxonomy
TopicsReinforcement Learning in Robotics
