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Identification and Estimation of the Bi-Directional MR with Some Invalid Instruments

NeurIPS 2024 · Probabilistic and scientific modeling › Treatment effects · approach: Instrumental variable estimation · 0 citations (OpenAlex)

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Identifies conditions under which valid IV sets and causal directions are identifiable in one-sample bi-directional Mendelian randomization with invalid IVs, and proposes the PReBiM cluster-fusion-style algorithm that recovers both bi-directional causal effects from simulated data.

Problem

Estimating bi-directional causal effects between a treatment and outcome from one-sample observational data where some genetic instruments are invalid (horizontal pleiotropy) and unmeasured confounding exists, without prior knowledge of which IVs are valid or of the causal direction.

Approach

Uses pseudo-residuals (Y minus X times the TSLS estimate from a subset of IVs) and tests whether they are uncorrelated with the held-out candidate IV; valid IV sets satisfy this zero-correlation condition, and a magnitude ratio of corr(G,Y)/corr(G,X) identifies the causal direction, enabling a cluster-fusion search for valid IV sets.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use PReBiM instead of the comparison methodsBi-directional MR estimation · Bi-directional MR simulations, all reported sample sizes and IV scenariosCSRHelped
Use PReBiM instead of the comparison methodsBi-directional MR estimation · Bi-directional MR simulations, all reported sample sizes and IV scenariosMSEHelped
Estimate with NAIVE least-squares regression without accounting for unobserved confoundingBi-directional MR estimation · Bi-directional MR simulationsMSEHurt
Estimate MR-Egger using all instrumental variablesBi-directional MR estimation · Bi-directional MR simulationsMSEHurt

Surprising findings

Limitations

Experimental setup

Datasets: synthetic SNP-based simulated data

Benchmarks: synthetic bi-directional MR simulations S(2,2,6), S(3,3,8), S(4,4,10)

Metrics: Correct-Selecting Rate Mean Squared Error

Baselines: NAIVE MR-Egger sisVIVE IV-TETRAD TSHT

Builds on: two-stage least squares MR-Egger sisVIVE IV-TETRAD TSHT

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