Distribution-Free Selection of Low-Risk Oncology Patients for Survival Beyond a Time Horizon
Matteo Sesia, Vladimir Svetnik

TL;DR
This paper introduces distribution-free methods for selecting low-risk oncology patients likely to survive beyond a certain time, using calibration and hypothesis testing frameworks with strong theoretical guarantees.
Contribution
It develops two novel distribution-free frameworks for patient screening, integrating calibration with Learn-Then-Test and FDR control via conformal p-values, applicable to censored survival data.
Findings
FDR-based screening is more powerful in practice.
LTT-based calibration provides stronger probabilistic guarantees.
Both methods are effectively applied to real oncology data.
Abstract
We study the problem of selecting a subset of patients who are unlikely to experience an adverse event within a fixed time horizon by calibrating a screening rule based on a black-box survival model. We consider two complementary, distribution-free frameworks for this task. The first extends classical calibration ideas -- estimating the event rate among selected patients using a hold-out dataset -- by integrating them with the Learn-Then-Test (LTT) framework, yielding high-probability guarantees for data-adaptively tuned screening rules. The second takes a different perspective by reformulating screening as a hypothesis testing problem on future patient outcomes, enabling false discovery rate (FDR) control via the Benjamini-Hochberg procedure applied to selective conformal p-values, and providing guarantees in expectation. We clarify the theoretical relationship between these…
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Taxonomy
TopicsStatistical Methods and Inference · Advanced Causal Inference Techniques · Health Systems, Economic Evaluations, Quality of Life
