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Causal Effect Inference with Deep Latent-Variable Models

About

Learning individual-level causal effects from observational data, such as inferring the most effective medication for a specific patient, is a problem of growing importance for policy makers. The most important aspect of inferring causal effects from observational data is the handling of confounders, factors that affect both an intervention and its outcome. A carefully designed observational study attempts to measure all important confounders. However, even if one does not have direct access to all confounders, there may exist noisy and uncertain measurement of proxies for confounders. We build on recent advances in latent variable modeling to simultaneously estimate the unknown latent space summarizing the confounders and the causal effect. Our method is based on Variational Autoencoders (VAE) which follow the causal structure of inference with proxies. We show our method is significantly more robust than existing methods, and matches the state-of-the-art on previous benchmarks focused on individual treatment effects.

Christos Louizos, Uri Shalit, Joris Mooij, David Sontag, Richard Zemel, Max Welling• 2017

Related benchmarks

TaskDatasetResultRank
Individual Treatment Effect EstimationIHDP (within-sample)
Sqrt PEHE2.7
49
Causal InferenceDemand (test)
c-MSE (Median)170.6
34
Individual Treatment Effect EstimationJobs (out-of-sample)
R_pol0.26
32
Individual Treatment Effect EstimationIHDP (out-of-sample)
sqrt(PEHE)2.6
32
Binary Treatment Effect EstimationACIC Datasets-10k 2018
Epsilon ATE0.018
24
Binary Treatment Effect EstimationACIC Datasets-1k 2018
Epsilon ATE0.035
24
Binary Treatment Effect EstimationACIC Datasets-50k 2018
Epsilon ATE0.59
24
Individual Treatment Effect EstimationJobs (within-sample)
R_pol0.15
18
Counterfactual error estimationJobs (in-sample)
R_pol0.15
15
Causal effect estimationIHDP 1000 realizations from NPCI package (train val)
MAE0.34
9
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