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Causal Inference with Noisy and Missing Covariates via Matrix Factorization

NeurIPS 2018 · Probabilistic and scientific modeling › Treatment effects · approach: Latent-variable causal inference · 34 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use matrix-factorization-inferred confounders instead of noisy covariatesLinear regression ATE estimation · Synthetic data, high-dimensional settingrelative RMSEHelped
Use matrix factorization-inferred confounders instead of noisy covariatesCausal inference methods including LR, DR, matching, and propensity-score matching · Twins mortality, complete dataATE estimation errorHelped
Use matrix factorization to infer confounders rather than impute noisy covariatesLogistic regression preprocessing · Twins mortality, missing dataATE estimation errorHelped
Increase the number of noisy covariatesATE estimators using noisy covariates · Synthetic datarelative RMSEHelped
Use matrix factorization preprocessing rather than direct OLS on noisy covariatesLinear regression ATE estimation · Synthetic data, Gaussian covariates with additive noiserelative RMSEMixed
Use a data-type-adapted matrix-factorization loss for binary covariatesMatrix-factorization preprocessing for ATE estimation · Synthetic data, binary covariatesrelative RMSEHelped
Use matrix-factorization-inferred confounders instead of noisy covariatesLinear regression ATE estimation · Synthetic data with few covariatesrelative RMSEHurt
Keep the number of covariates fixed while increasing sample sizeATE estimation with measurement noise · Synthetic dataATE estimation errorHurt
Use matrix factorization preprocessing with incomplete covariatesLogistic regression ATE estimation · Twins mortality, missing dataATE estimation errorHelped

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