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SEC: More Accurate Clustering Algorithm via Structural Entropy

AAAI 2024 · Learning theory and algorithms › Clustering · approach: Clustering approximation algorithms · 3 citations (OpenAlex)

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Proposes SEC, a non-neural clustering algorithm that builds a sparse k-NN/threshold graph, lifts data with iterative structural-entropy encoding trees, and iteratively deletes and reassigns "fringe points" during k-means-style optimization.

Problem

Clustering methods rely heavily on local neighborhood information and Euclidean distance/density, which fails on datasets with irregular or stripe-like patterns and on points lying on cluster boundaries (fringe points).

Approach

Combine a sparse graph embedding with a height-restricted encoding tree from structural entropy to append global structural features as new dimensions to the data, then run k-means++-based clustering with an iterative fringe-set deletion and reassignment step based on projective distance.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use SEC with global structural features and fringe-point pre-deletion/reassignment instead of the compared clustering methodsSEC · synthetic datasetsACC: +1.7%Helped
Use SEC with global structural features and fringe-point pre-deletion/reassignment instead of the compared clustering methodsSEC · synthetic datasetsNMI: +7.9%Helped
Use SEC with global structural features and fringe-point pre-deletion/reassignment instead of the compared clustering methodsSEC · real-world datasetsACC: +12.3%Helped
Use SEC with global structural features and fringe-point pre-deletion/reassignment instead of the compared clustering methodsSEC · real-world datasetsNMI: +5.2%Helped

Surprising findings

Limitations

Experimental setup

Datasets: square5 compound ds4c2sc8 threenorm aggre 2d-3c-no123 2d-20c-no0 s4 sizes5 iris wine glass

Benchmarks: square5 compound ds4c2sc8 threenorm aggre 2d-3c-no123 2d-20c-no0 s4 sizes5 iris wine glass

Metrics: ACC NMI

Baselines: k-means++ fuzzy k-means DBSCAN HCDC LDP-MST

Builds on: k-means++ structural entropy LDP-MST HCDC

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