DocumentCode
2171277
Title
An improved parallel K-means clustering algorithm with MapReduce
Author
Qing Liao ; Fan Yang ; Jingming Zhao
Author_Institution
Beijing Univ. of Posts & Telecommun., Beijing, China
fYear
2013
fDate
17-19 Nov. 2013
Firstpage
764
Lastpage
768
Abstract
The K-means algorithm is one of the most well-known clustering algorithms that has been frequently used to variety of problems. However, its processing performance has usually encountered a bottleneck if used to deal with massive data. Since MapReduce as the most popular cloud computing parallel framework is effective to handle massive data, the researches of K-means clustering algorithm which is based on MapReduce become a focus for scholars. In this paper, an improved parallel K-means clustering algorithm is proposed based on MapReduce which improve the performance of traditional ones by decreasing the number of iterations and accelerating processing the speed of per iteration. Firstly, the authors put forward approach to decide the distance measure through comparing the Euclidean distance and Manhattan distance. And then, the authors give the method to select the initial centroids which are consistent with the distribution of the data. According to simulation, the improved parallel K-means algorithm based on MapReduce can achieve higher processing speed and stability than the traditional ones.
Keywords
cloud computing; distributed databases; network operating systems; parallel programming; Euclidean distance; Manhattan distance; MapReduce; cloud computing parallel framework; parallel K-means clustering algorithm; Accuracy; Algorithm design and analysis; Cloud computing; Clustering algorithms; Educational institutions; Euclidean distance; Partitioning algorithms; Distance measure; Initial centroids; MapReduce framework; Parallel K-means algorithm;
fLanguage
English
Publisher
ieee
Conference_Titel
Communication Technology (ICCT), 2013 15th IEEE International Conference on
Conference_Location
Guilin
Type
conf
DOI
10.1109/ICCT.2013.6820477
Filename
6820477
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