Conformal Individual Treatment Effect Estimation under Networked Interference

📅 2026-09-14
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🤖 AI Summary
本文解决了网络干扰下的个体治疗效果估计问题,通过开发一种考虑干扰的加权共形预测方法来实现有效的覆盖保证。
📝 Abstract
Conformal counterfactual prediction constructs prediction sets with finite-sample coverage guarantees for counterfactual outcomes and individual treatment effects under the no-interference assumption. In this work, we relax this assumption by allowing each unit's potential outcomes to depend on other units' treatments and covariates. In this setting, propensity-score reweighting does not restore weighted exchangeability, and existing methods may fail to achieve valid coverage. To address this issue, we develop interference-adjusted weighted conformal prediction that accounts for interference by constructing an observable upper bound on the ideal and unobserved conformal $p$-value under the target intervention. The resulting prediction sets provide finite-sample marginal coverage guarantees for counterfactual outcomes and individual treatment effects in both transductive and inductive settings. We also derive a sharper construction when intervention-induced changes in nonconformity scores are bounded. Numerical experiments show that our methods preserve nominal coverage, whereas existing methods may not.
Problem

Research questions and friction points this paper is trying to address.

Networked Interference
Individual Treatment Effect
Counterfactual Outcomes
Propensity-Score Reweighting
Conformal Prediction
Innovation

Methods, ideas, or system contributions that make the work stand out.

interference-adjusted weighted conformal prediction
networked interference
finite-sample coverage guarantees
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