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A Unified Framework for Variable Selection in Model-Based Clustering with Missing Not at Random

NeurIPS 2025 · Probabilistic and scientific modeling › Molecules and proteins · approach: Statistical analysis of ML practice · 0 citations (OpenAlex)

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Extends SelvarClust-style SRUW variable selection for model-based clustering to MNARz missingness (class-dependent missingness) using a spectral-Laplacian adaptive penalty for ranking plus BIC-based role assignment, with theory and experiments on simulated and Arabidopsis transcriptome data.

Problem

Variable selection for Gaussian model-based clustering when data are high-dimensional and missing not at random, which existing methods handle only in isolation.

Approach

Combines a data-driven spectral (graph-Laplacian) penalty matrix in penalized GMM ranking with an MNARz missingness mechanism tied to latent class inside the SRUW role-assignment EM, yielding a unified two-stage procedure with identifiability and consistency results.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use SelvarMNARz instead of ClustvarselClustvarsel · Simulated data, MNAR 50% missingnessARI: 0.363 -> 0.511Helped
Use SelvarMNARz instead of SelvarSelvar · Simulated data, MNAR 50% missingnessARI: 0.348 -> 0.511Helped
Use SelvarMNARz instead of VarSelLCMVarSelLCM · Simulated data, MNAR 50% missingnessARI: 0.344 -> 0.511Helped

Surprising findings

Limitations

Experimental setup

Datasets: simulated Gaussian mixture datasets (7 and 14 variables) Arabidopsis thaliana transcriptome (1,267 genes)

Benchmarks: simulated datasets with MAR/MNAR missingness Arabidopsis transcriptome

Metrics: ARI WNRMSE proportion of correct relevant variable selection Welch t-test p-value

Baselines: Clustvarsel Selvar VarSelLCM

Builds on: SRUW model (Maugis et al.) SelvarClustMV MNARz (Sportisse et al.) penalized GMM for clustering (Celeux et al.) adaptive lasso

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