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Enhanced Denesity Peak Clustering for High-Dimensional Data

AAAI 2025 · Label-efficient and robust learning › Recognition and long-tail · approach: Dense features and foundation priors · 7 citations (OpenAlex)

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Proposes EDPC, a density peak clustering method that selects potential centers using average density and density-related distance thresholds, trains a one-hidden-layer MLP on sub-cluster pseudo-labels for dimensionality reduction, and merges sub-clusters hierarchically via KMD-linkage.

Problem

Density peak clustering (DPC) tends to pick cluster centers only in high-density regions, missing representative peaks in low-density areas, and its performance degrades in high-dimensional, sparse data where distances become less distinct; one-step label assignment also propagates cascading errors.

Approach

Select potential centers with the threshold rule rho >= λ·mean(rho) and delta >= β·mean(delta) so low-density peaks are included; use DPC sub-cluster pseudo-labels to supervise a single-hidden-layer MLP whose hidden layer gives a reduced embedding; then merge sub-clusters hierarchically with KMD-linkage.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add hierarchical merging of sub-clusters instead of assigning labels directly through cluster centers (ablation)EDPC-2 · High-dimensional datasets (Alizadeh, Bhatt, Gordon, Golub1)ACCHelped
Add MLP-based dimensionality reduction guided by sub-cluster pseudo-labels (ablation)EDPC-2 · High-dimensional datasets (Alizadeh, Bhatt, Gordon, Golub1)ACCHelped
Use λ and β greater than 0.5 when selecting potential cluster centersEDPC · Alizadeh, Gordon, Golub1, BhattACCHelped
Set φ in the range [5, 20] for KMD-linkageEDPC · Alizadeh, Bhatt, Gordon, Golub1ACCHelped

Surprising findings

Limitations

Experimental setup

Datasets: Dart Donut Cno3 Cno4 Curet Cuboids D31 Jain Alizadeh Armstrong Bhatt Garber

Benchmarks: Dart Donut Cno3 Cno4 Curet Cuboids D31 Jain Alizadeh Armstrong Bhatt Garber

Metrics: ACC AMI

Baselines: DPC SNN-DPC SMMP KNN-DPC DB-DPC FHC-LDP CDGC DPC-tSNE SMMP-tSNE

Builds on: Density Peak Clustering (DPC) SNN-DPC KMD-linkage t-SNE PCA

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