A paradox from randomization-based causal inference

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A paradox from randomization-based causal inference

2 February 2014

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Papers citing "A paradox from randomization-based causal inference"

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Title
The Frisch--Waugh--Lovell Theorem for Standard Errors Peng Ding 39 15 0 14 Sep 2020
On the power of conditional independence testing under model-X Eugene Katsevich Aaditya Ramdas CML 108 11 0 12 May 2020
Leveraging the Fisher randomization test using confidence distributions: inference, combination and fusion learning Xiaokang Luo Tirthankar Dasgupta Min‐ge Xie Regina Y. Liu CML 42 18 0 17 Apr 2020
Panel Experiments and Dynamic Causal Effects: A Finite Population Perspective Iavor Bojinov Ashesh Rambachan N. Shephard 56 49 0 22 Mar 2020
Sensitivity analysis for inverse probability weighting estimators via the percentile bootstrap Qingyuan Zhao Dylan S. Small B. Bhattacharya 191 137 0 30 Nov 2017
Generalizing Distance Covariance to Measure and Test Multivariate Mutual Dependence Ze Jin David S. Matteson 63 37 0 08 Sep 2017
Bridging Finite and Super Population Causal Inference Peng Ding Xinran Li Luke W. Miratrix CML 34 40 0 28 Feb 2017
General forms of finite population central limit theorems with applications to causal inference Xinran Li Peng Ding AI4CE 81 193 0 16 Oct 2016
Decomposing Treatment Effect Variation Peng Ding Avi Feller Luke W. Miratrix CML 122 82 0 21 May 2016
A Potential Tale of Two by Two Tables from Completely Randomized Experiments Peng Ding Tirthankar Dasgupta CML 68 41 0 10 Jan 2015