OPTICS: Ordering Points To Identify the Clustering Structure

OPTICS: Ordering Points To Identify the Clustering Structure

1999 | Mihael Ankerst, Markus M. Breunig, Hans-Peter Kriegel, Jörg Sander
The paper introduces the OPTICS algorithm for cluster analysis, which creates an augmented ordering of a database representing its density-based clustering structure. Unlike traditional clustering algorithms that require explicit parameter settings, OPTICS generates an ordering that captures the intrinsic clustering structure without explicitly producing clusters. This ordering contains information equivalent to density-based clusterings for a broad range of parameter settings, making it a versatile basis for both automatic and interactive cluster analysis. The algorithm works by processing objects in a specific order, storing core-distance and reachability-distance values for each object. These values allow the extraction of density-based clusterings for any distance smaller than the generating distance. The algorithm is efficient and can handle large datasets, with visualization techniques for both medium and very large data sets. The paper discusses the limitations of traditional clustering algorithms, such as sensitivity to parameter settings and difficulty in handling high-dimensional data. It also compares OPTICS with other clustering methods, including hierarchical and partitioning algorithms, and highlights the advantages of density-based clustering. The paper presents the OPTICS algorithm, which extends DBSCAN by processing multiple distance parameters simultaneously. It introduces the concepts of core-distance and reachability-distance, which are used to determine the clustering structure. The algorithm is efficient and can be used for both automatic and interactive analysis of clustering structures. The paper also discusses the visualization of cluster-orderings, including reachability-plots and pixel-oriented techniques. These techniques help in understanding the clustering structure and relationships between attributes. The paper concludes that the OPTICS algorithm provides a powerful tool for cluster analysis, offering insights into the distribution and correlation of data.The paper introduces the OPTICS algorithm for cluster analysis, which creates an augmented ordering of a database representing its density-based clustering structure. Unlike traditional clustering algorithms that require explicit parameter settings, OPTICS generates an ordering that captures the intrinsic clustering structure without explicitly producing clusters. This ordering contains information equivalent to density-based clusterings for a broad range of parameter settings, making it a versatile basis for both automatic and interactive cluster analysis. The algorithm works by processing objects in a specific order, storing core-distance and reachability-distance values for each object. These values allow the extraction of density-based clusterings for any distance smaller than the generating distance. The algorithm is efficient and can handle large datasets, with visualization techniques for both medium and very large data sets. The paper discusses the limitations of traditional clustering algorithms, such as sensitivity to parameter settings and difficulty in handling high-dimensional data. It also compares OPTICS with other clustering methods, including hierarchical and partitioning algorithms, and highlights the advantages of density-based clustering. The paper presents the OPTICS algorithm, which extends DBSCAN by processing multiple distance parameters simultaneously. It introduces the concepts of core-distance and reachability-distance, which are used to determine the clustering structure. The algorithm is efficient and can be used for both automatic and interactive analysis of clustering structures. The paper also discusses the visualization of cluster-orderings, including reachability-plots and pixel-oriented techniques. These techniques help in understanding the clustering structure and relationships between attributes. The paper concludes that the OPTICS algorithm provides a powerful tool for cluster analysis, offering insights into the distribution and correlation of data.
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