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On the Complexity of Learning Good Policies With and Without Rewards

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Proposes a model-based UCB algorithm called RF-UCRL that estimates transitions from visit counts and drives exploration by maximizing a data-dependent upper bound on Q-value error, proving it is PAC for reward-free exploration with sample complexity O(H^4 S A / ε^2 log(1/δ)) summarized as H^4 S A / ε^2 log(1/δ), shows a matching lower bound for best-policy identification of order H^3, demonstrates an empirical order-of-magnitude speedup on a double-chain benchmark.

AI-written summary · about

  1. 0:00Intro
  2. 0:50Many RL problems
  3. 3:22Setting: Episodic Markov Decision Process
  4. 6:19Online episodic algorithm
  5. 9:42Reward-Free Exploration (RFE)
  6. 13:37Reward-Free UCRL
  7. 16:57Proof
  8. 18:14The algorithm
  9. 19:33Theoretical guarantees
  10. 21:27Outline
  11. 23:32Building on Regret Minimizing algorithm
  12. 25:34An alternative: BPI-UCRL
  13. 26:45Sample complexity of BPI-UCRL
  14. 27:07RF-UCRL versus BPI-UCRL
  15. 27:43Summary
  16. 30:01References
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