BLITZ introduces a two-stage broad-to-local residualization method for fast nonparametric conditional independence testing with improved calibration over kernel and regression competitors.
FASK with Interventional Knowledge Recovers Edges from the Sachs Model
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
We report a procedure that, in one step from continuous data with minimal preparation, recovers the graph found by Sachs et al. \cite{sachs2005causal}, with only a few edges different. The algorithm, Fast Adjacency Skewness (FASK), relies on a mixture of linear reasoning and reasoning from the skewness of variables; the Sachs data is a good candidate for this procedure since the skewness of the variables is quite pronounced. We review the ground truth model from Sachs et al. as well as some of the fluctuations seen in the protein abundances in the system, give the Sachs model and the FASK model, and perform a detailed comparison. Some variation in hyper-parameters is explored, though the main result uses values at or near the defaults learned from work modeling fMRI data.
fields
stat.ML 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
citing papers explorer
-
Fast Nonparametric Conditional Independence Testing via Two-Stage Regression
BLITZ introduces a two-stage broad-to-local residualization method for fast nonparametric conditional independence testing with improved calibration over kernel and regression competitors.