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An Effective Hybrid of Bees Algorithm and Differential Evolution Algorithm in Data Clustering

Bonab, Mohammad Babrdel and Mohd. Hashim, Siti Zaiton and Bazin, Nor Erne Nazira and Alsaedi, Ahmed Khalaf Zager (2015) An Effective Hybrid of Bees Algorithm and Differential Evolution Algorithm in Data Clustering. Mathematical Problems In Engineering . ISSN 1024-123X

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Official URL: http://dx.doi.org/10.1155/2015/240419


Clustering is one of the most commonly used approaches in data mining and data analysis. One clustering technique in clustering that gains big attention in clustering related research is k -means clustering such that the observation is grouped into k cluster. However, some obstacles such as the adherence of results to the initial cluster centers or the risk of getting trapped into local optimality hinder the overall clustering performance. The purpose of this research is to minimize the dissimilarity of all points of a cluster from gravity center of the cluster with respect to capacity constraints in each cluster, such that each element is allocated to only one cluster. This paper proposes an effective combination algorithm to find optimal cluster center for the analysis of data in data mining and a new combination algorithm is proposed to untangle the clustering problem. This paper presents a new hybrid algorithm, which is, based on cluster center initialization algorithm (CCIA), bees algorithm (BA), and differential evolution (DE), known as CCIA-BADE-K, aiming at finding the best cluster center. The proposed algorithm performance is evaluated with standard data set. The evaluation results of the proposed algorithm and its comparison with other alternative algorithms in the literature confirm its superior performance and higher efficiency.

Item Type:Article
Uncontrolled Keywords:algorithms, cluster analysis, data mining, evolutionary algorithms, information analysis, optimization
Subjects:A General Works
ID Code:57746
Deposited By: Haliza Zainal
Deposited On:04 Dec 2016 12:07
Last Modified:09 Mar 2017 12:10

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