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Near-Optimal Multi-Perturbation Experimental Design for Causal Structure Learning

NeurIPS 2021 · Probabilistic and scientific modeling › Causal discovery · approach: Constraint-based structure learning with latents · 3 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use DGC with multi-perturbation interventions (q=3) instead of random interventions or greedy single-perturbation interventionsEdge-orientation on ER(0.1) graphs, p=40 · Synthetic ER(0.1) graphsproportion of edges identifiedHelped
Use graph-dependent SSG-b rather than graph-agnostic SSG-aEdge-orientation on synthetic graphs · Synthetic random graphsproportion of edges identifiedHelped
Increase the intervention size q for SSG-bEdge-orientation on a fully connected graph (p=5, m=2) · Fully connected graphproportion of edges identifiedNo clear effect
Use DGC or SSG-b rather than SSG-aEdge-orientation on three disconnected star graphs · Synthetic forest of 3 disconnected star graphsproportion of edges identifiedHelped
Use multi-perturbation methods (q=5) rather than greedy single-perturbation interventionsFinite-sample causal structure learning on random linear SEMs · Synthetic finite-sample graphsmutual information objectiveHelped
Optimize the finite-sample mutual-information objective directly rather than its infinite-sample approximationSSG-b · Synthetic finite-sample graphsmutual information objectiveHelped
Optimize edge orientation rather than mutual information for the finite-sample objectiveDGC-infinity · Synthetic finite-sample graphsmutual information objectiveHurt
Use multi-perturbation methods (q=5) rather than random or greedy single-perturbation interventionsDREAM3 Yeast1 network · DREAM3 Yeast1proportion of unknown edges orientedHelped
Use multi-perturbation interventions rather than single-perturbation interventionsCausal structure learning under infinite samples · Synthetic random graphsproportion of edges identifiedHelped

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