Adaptive-TMLE for the Average Treatment Effect based on Randomized Controlled Trial Augmented with Real-World Data
Mark van der Laan, Sky Qiu, Jens Magelund Tarp, Lars van der Laan

TL;DR
This paper introduces an adaptive targeted maximum likelihood estimator (A-TMLE) that combines randomized trial data with real-world data to improve the estimation of average treatment effects, achieving higher efficiency and potential for smaller, faster trials.
Contribution
The paper develops an A-TMLE framework that effectively integrates RCT and RWD, providing root-n consistency, asymptotic normality, and super-efficiency in finite samples.
Findings
A-TMLE outperforms existing methods in simulations with lower mean-squared-error.
It achieves super-efficiency comparable to oracle models for bias correction.
Application to clinical trial data demonstrates improved power and potential for smaller trials.
Abstract
We consider the problem of estimating the average treatment effect (ATE) when both randomized control trial (RCT) data and external real-world data (RWD) are available. We decompose the ATE estimand as the difference between a pooled-ATE estimand that integrates RCT and RWD and a bias estimand that captures the conditional effect of RCT enrollment on the outcome. We introduce an adaptive targeted maximum likelihood estimation (A-TMLE) framework to estimate them. We prove that the A-TMLE estimator is root-n-consistent and asymptotically normal. Moreover, in finite sample, it achieves the super-efficiency one would obtain had one known the oracle model for the conditional effect of the RCT enrollment on the outcome. Consequently, the smaller and more parsimonious the working model of the bias induced by the RWD is, the greater our estimator's efficiency, while our estimator will always be…
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Taxonomy
TopicsStatistical Methods in Clinical Trials · Statistical Methods and Inference · Mathematical Biology Tumor Growth
