Multi-Center Minimum Spanning Tree Clustering algorithm
Project description
Motivation
MCMSTClustering is a minimum-cost MST based clustering algorithm.
It uses MST distances and optional DBSCAN to detect clusters in high-dimensional data.
Installation
pip install MCMSTClustering
Usage
from mcmst_clust import MCMSTClustering, normalize
import numpy as np
# Generate random data
X = np.random.rand(10, 2)
X = normalize(X)
# Initialize and fit the clustering model
model = MCMSTClustering(min_samples=2)
model.fit(X)
# Predict cluster labels
labels = model.predict(X)
print(labels)
Oerview
MCMSTClustering (Defining Non-Spherical Clusters by using Minimum Spanning Tree over KD-Tree-based Micro-Clusters) is designed to overcome limitations of conventional clustering algorithms when handling:
- High-dimensional data
- Imbalanced datasets
- Clusters with varying densities
- Noisy data/outliers
- Arbitrary-shaped clusters
The algorithm consists of three main steps:
1. Micro-cluster Formation: Defines micro-clusters using a KD-Tree data structure with range search.
2. Macro-cluster Construction: Builds a minimum spanning tree (MST) over the micro-clusters to form macro-clusters.
3. Cluster Regulation: Refines the clusters to improve accuracy and overall clustering quality.
Extensive experiments against state-of-the-art algorithms show that MCMSTClustering achieves high-quality clustering results with acceptable runtime.
Key Features
- Clusters datasets with high quality
- Detects arbitrary-shaped clusters
- Robust against outliers/noisy data
- Handles clusters with varying densities
- Efficient on imbalanced datasets
Cite
If you use the code in your works, please cite the paper given below:
Şenol, A. MCMSTClustering: defining non-spherical clusters by using minimum
spanning tree over KD-tree-based micro-clusters. Neural Comput & Applic 35,
13239–13259 (2023). https://doi.org/10.1007/s00521-023-08386-3
BibTeX
@article{csenol2023mcmstclustering,
title={MCMSTClustering: defining non-spherical clusters by using minimum spanning tree over KD-tree-based micro-clusters},
author={{\c{S}}enol, Ali},
journal={Neural Computing and Applications},
volume={35},
number={18},
pages={13239--13259},
year={2023},
publisher={Springer}
}
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