Papers & projects
Research
I work on reinforcement learning, the reasoning of large language models, and trustworthy AI. Papers are listed newest first.
Papers
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2026
When Context Changes: Understanding Update Failures in LLMs
LLM agents can answer with an old value of a variable even when the updated one is still in context, a failure we call stale binding. We introduce the Controlled In-Context Memory (CICM) benchmark, trace the failure to attention drifting toward old values, and correct most of these errors by redirecting attention without further training.
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2026
LLMs Should Express Uncertainty Explicitly
Trains language models to state their uncertainty in two ways: a verbalized confidence score after reasoning, and explicit uncertainty markers during reasoning. This reduces overconfident errors and gives downstream systems such as retrieval-augmented generation a signal to act on.
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2025
Don't Trade Off Safety: Diffusion Regularization for Constrained Offline RL
DRCORL uses a diffusion model to regularize policy learning in offline safe reinforcement learning, and gradient manipulation to resolve conflicts between reward and safety objectives, while keeping inference fast.
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2025
Meta Thinker: Thinking What AI Thinks
Asks whether LLMs can pick the right reasoning style for a problem on their own. After comparing five reasoning paradigms on mathematical, logical and commonsense benchmarks, we propose a meta-thinking prompt algorithm that selects or synthesizes a style from the input, improving both accuracy and token efficiency.
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2025
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2023
Reinforcement Learning for SBM Graphon Games with Re-Sampling
A reinforcement learning algorithm for multi-population mean field games with graphon structure, with convergence guarantees and experiments on an epidemic model.
Under review
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Optimal Portfolio Allocation in Incomplete Markets
Decomposes the optimal portfolio policy under CRRA utility and characterizes an investor-specific price of risk for incomplete markets. A backward Monte Carlo algorithm estimates that price of risk and computes the policy, with proven convergence rates and an extension to high dimensions.