Off-Policy Maximum Entropy RL with Visitation Measures
Keywords: reinforcement learning, maximum entropy RL, exploration
TL;DR: A maximum entropy reinforcement learning framework is proposed, using intrinsic rewards based on the relative entropy of the distribution of future state-action pairs, resulting in high-performing control policies and efficient off-policy learning.
Abstract: We introduce a new maximum entropy reinforcement learning framework based on the distribution of states and actions visited by a policy. More precisely, an intrinsic reward function is added to the reward function of the Markov decision process that shall be controlled. For each state and action, this intrinsic reward is the relative entropy of the discounted distribution of states and actions (or features from these states and actions) visited during the next time steps. We first prove that an optimal exploration policy, which maximizes the expected discounted sum of intrinsic rewards, is also a policy that maximizes a lower bound on the state-action value function of the decision process under some assumptions. We also prove that the visitation distribution used in the intrinsic reward definition is the fixed point of a contraction operator. Following, we describe how to adapt existing algorithms to learn this fixed point and compute the intrinsic rewards to enhance exploration. A new practical off-policy maximum entropy reinforcement learning algorithm is finally introduced. Empirically, exploration policies have good state-action space coverage, and high-performing control policies are computed efficiently.
Primary Area: reinforcement learning
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Submission Number: 10528
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