The authors derive a finite-sample adaptive-data performance bound for FQI by chaining measure-theoretic probability with Bellman contractions and prove the first cumulative pathwise online regret guarantee in continuous spaces using sequential Rademacher complexity.
Average cost Markov decision processes with weakly continuous transition probabilities
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A Measure-Theoretic Finite-Sample Theory for Adaptive-Data Fitted Q-Iteration
The authors derive a finite-sample adaptive-data performance bound for FQI by chaining measure-theoretic probability with Bellman contractions and prove the first cumulative pathwise online regret guarantee in continuous spaces using sequential Rademacher complexity.