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Minimax-Optimal Policy Regret in Partially Observable Markov Games

arXiv:2606.02363v1 Announce Type: new Abstract: We study sequential decision-making in partially observable environments against strategic, adaptive opponents, modeled as partially observable Markov games (POMGs). The central challenge is to learn latent dynamics from partial observations while facing an adversary whose behavior depends on the learner's strategy, making standard regret notions inadequate. We prove that an epoch-based optimistic maximum-likelihood algorithm achieves...

arXiv CS 8d ago

Regret Minimization with Adaptive Opponents in Repeated Games

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Evaluating AI Investment Strategies

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Efficient Exploration for Iterative Nash Preference Optimization

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Annealed Softmax Greedy in Many-Armed Bayesian Bandits

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Workload-Aware Autotuning of Block Size in Square-Root Decomposition

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Learn to Match: Two-Sided Matching with Temporally Extended Feedback

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Reinforcement Learning from Rich Feedback with Distributional DAgger

Announce Type: new Abstract: Reasoning models have advanced rapidly, but the dominant reinforcement learning from verifiable rewards (RLVR) recipe remains surprisingly narrow: sample many responses and reward each with a single bit indicating whether the final answer is correct. Yet many settings provide rich feedback, including execution traces, tool outputs, expert corrections, and model self-evaluations. We study how to use such feedback through a distributional variant of the classic...

arXiv CS 6d ago

Reinforcement Learning from Rich Feedback with Distributional DAgger

arXiv:2606.05152v2 Announce Type: replace Abstract: Reasoning models have advanced rapidly, but the dominant reinforcement learning from verifiable rewards (RLVR) recipe remains surprisingly narrow: sample many responses and reward each with a single bit indicating whether the final answer is correct. Yet many settings provide rich feedback, including execution traces, tool outputs, expert corrections, and model self-evaluations. We study how to use such feedback through a distributional...

arXiv CS 2d ago

Online KL-Regularized Reinforcement Learning with Function Approximation under Misspecification

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