2012Jisuanji yingyong yanjiuRequires access

Hybrid clustering algorithm based on artificial bee colony and K-means algorithm

Xiaojun Bi, Gong Ru-jiang

Open publisher page 1 citations

Abstract

The traditional K-means clustering algorithm is too dependent on the initial clustering centers.With regards to this,this paper proposed a mixed clustering method based on the improvement artificial colony algorithm and the K-means algorithm.The new method combined the advantages of regulating ability of global optimization and local optimization with rapid convergence of K-means clustering algorithm to improve the robustness of the algorithm.Experiments show that the clustering result of the new method is significantly improved,not only the stability.

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What this paper is about

The traditional K-means clustering algorithm is too dependent on the initial clustering centers.With regards to this,this paper proposed a mixed clustering method based on the improvement artificial colony algorithm and the K-means algorithm.The new method combined the advantages of regulating ability of global optimization and local optimization with rapid convergence of K-means clustering algorithm to improve the robustness of the algorithm.Experiments show that the clustering result of the new method is significantly improved,not only the stability.

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Available abstract

The traditional K-means clustering algorithm is too dependent on the initial clustering centers.With regards to this,this paper proposed a mixed clustering method based on the improvement artificial colony algorithm and the K-means algorithm.The new method combined the advantages of regulating ability of global optimization and local optimization with rapid convergence of K-means clustering algorithm to improve the robustness of the algorithm.Experiments show that the clustering result of the new method is significantly improved,not only the stability.

Key concepts: Cluster analysis, Computer science, Artificial bee colony algorithm, Canopy clustering algorithm, Algorithm, CURE data clustering algorithm, Convergence (economics), Robustness (evolution)

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