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A Fast Non-parametric Approach for Local Causal Structure Learning

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arxiv 2111.14969 v2 pith:NWA7HTBG submitted 2021-11-29 math.ST stat.MEstat.MLstat.TH

classification math.STstat.MEstat.MLstat.TH
keywords causaldag-focivariablealgorithmcitefastinterestlearning
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We study the problem of causal structure learning with essentially no assumptions on the functional relationships and noise. We develop DAG-FOCI, a computationally fast algorithm for this setting that is based on the FOCI variable selection algorithm in~\cite{azadkia2021simple}. DAG-FOCI outputs the set of parents of a response variable of interest. We provide theoretical guarantees of our procedure when the underlying graph does not contain any (undirected) cycle containing the response variable of interest. Furthermore, in the absence of this assumption, we give a conservative guarantee against false positive causal claims when the set of parents is identifiable. We demonstrate the applicability of DAG-FOCI on simulated as well as a real dataset from computational biology~\cite{sachs2005causal}.

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  1. On a rank-based Azadkia-Chatterjee correlation coefficient

    math.ST 2024-12 conditional novelty 6.0 of 10

    A rank-based nearest-neighbor graph yields a scale-invariant Azadkia-Chatterjee correlation coefficient that is consistent and, for d ≠ 2, asymptotically normal under independence.

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