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arXiv research

A locally-built, LLM-digested index of recent arXiv papers in quant finance, geometry/topology, and statistical ML — keyword search served straight from SQLite on this machine.

168,657 papers · 148 categories

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1122 · Aug 202319922001200920172026
15 results for SAH

AI tool automates blood segmentation from head CT scans after SAH.

problem Accurate volumetric assessment of SAH patients for clinical and prognostic implications.
method Transformer-based Swin UNETR architecture for noncontrast CT scans.
result High accuracy and robust performance across internal and external validation cohorts.

Improved reinforcement learning for episodes with varying action sets.

problem Reinforcement learning with context-dependent action sets.
method Extends MVP algorithm to handle adversarial and stochastic contexts.
result Established minimax regret bounds of O(SAH3KlogL)O(\sqrt{SAH^3K\log L}) for adversarial contexts.

New algorithm reduces sample complexity for safe reinforcement learning.

problem Safe reinforcement learning in constrained MDPs with performance and safety constraints.
method Model-based primal-dual algorithm balancing regret and bounded constraint violations.
result Proves near-optimal policies with bounded violations or zero violations in CMDPs.

New algorithm for personalized healthcare with privacy guarantees.

problem Online exploration in reinforcement learning with differential privacy constraints.
method ε-JDP algorithm with privately released exploration bonuses and visitation statistics.
result Regret bound of O(SAH2T+S2AH3/ε)O(\sqrt{SAH^2T}+S^2AH^3/ε) matching information-theoretic lower bound.

A new RL framework allows removing user data without affecting performance.

problem Efficiently removing user data from a reinforcement learning model without affecting performance.
method Formulated a ρρ-TV-stable RL algorithm for tabular MDPs that supports exact unlearning.
result Achieved a nearly minimax optimal regret bound of Ω(H ⁣SAT ⁣+ ⁣SAH/ρ)Ω(H\sqrt{\!SAT}\! +\! {SAH}/ρ) for ρρ-TV-stable RL algorithms.

New RL algorithm reduces sample complexity for optimal learning.

problem Achieving optimal learning with minimal samples in RL.
method Early-settled variance reduction method with Q-learning sequences.
result Near-optimal regret achieved with sample size SApoly(H)SA\,\mathrm{poly}(H).