2002Unpublished venueRequires access

An agglomerative hierarchical clustering using partial maximum array and incremental similarity computation method

Sung-Young Jung, Taek‐Soo Kim

Open publisher page 13 citations

Abstract

As the tractable amount of data grows in the computer science area, fast clustering algorithms are required, because traditional clustering algorithms are not feasible for very large and high-dimensional data. Many studies have been reported on the clustering of large databases, but most of them circumvent this problem by using an approximation method, resulting in the deterioration of accuracy. In this paper, we propose a new clustering algorithm by means of a partial maximum array, which can realize agglomerative hierarchical clustering with the same accuracy as the brute-force algorithm and has O(N/sup 2/) time complexity. We also present an incremental method of similarity computation which substitutes a scalar calculation for the time-consuming calculation of vector similarity. Experimental results show that clustering becomes significantly fast for large and high-dimensional data.

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What this paper is about

As the tractable amount of data grows in the computer science area, fast clustering algorithms are required, because traditional clustering algorithms are not feasible for very large and high-dimensional data. Many studies have been reported on the clustering of large databases, but most of them circumvent this problem by using an approximation method, resulting in the deterioration of accuracy. In this paper, we propose a new clustering algorithm by means of a partial maximum array, which can realize agglomerative hierarchical clustering with the same accuracy as the brute-force algorithm and has O(N/sup 2/) time complexity. We also present an incremental method of similarity computation which substitutes a scalar calculation for the time-consuming calculation of vector similarity. Experimental results show that clustering becomes significantly fast for large and high-dimensional data.

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OpenAlex reports 13 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

As the tractable amount of data grows in the computer science area, fast clustering algorithms are required, because traditional clustering algorithms are not feasible for very large and high-dimensional data. Many studies have been reported on the clustering of large databases, but most of them circumvent this problem by using an approximation method, resulting in the deterioration of accuracy. In this paper, we propose a new clustering algorithm by means of a partial maximum array, which can realize agglomerative hierarchical clustering with the same accuracy as the brute-force algorithm and has O(N/sup 2/) time complexity. We also present an incremental method of similarity computation which substitutes a scalar calculation for the time-consuming calculation of vector similarity. Experimental results show that clustering becomes significantly fast for large and high-dimensional data.

Key concepts: Cluster analysis, Hierarchical clustering, Computation, Computer science, Canopy clustering algorithm, CURE data clustering algorithm, Correlation clustering, Similarity (geometry)

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