Constrained episodic reinforcement learning in concave-convex and knapsack settings
Kianté Brantley
Miroslav Dudík
Thodoris Lykouris
Sobhan Miryoosefi
Max Simchowitz
Aleksandrs Slivkins
Wen Sun

Abstract
We propose an algorithm for tabular episodic reinforcement learning with constraints. We provide a modular analysis with strong theoretical guarantees for settings with concave rewards and convex constraints, and for settings with hard constraints (knapsacks). Most of the previous work in constrained reinforcement learning is limited to linear constraints, and the remaining work focuses on either the feasibility question or settings with a single episode. Our experiments demonstrate that the proposed algorithm significantly outperforms these approaches in existing constrained episodic environments.
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