2014
DOI: 10.14810/ijscmc.2014.3301
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K-Medoids Clustering Using Partitioning Around Medoids for Performing Face Recognition

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Cited by 71 publications
(44 citation statements)
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“…The CLARA algorithm is a k-medoids method, which is executed based on the PAM algorithm, except that it is adapted for much larger datasets. The algorithm begins by randomly sampling the full dataset and thereafter applying the PAM methodology to the sampled subsection [13]. A rating measure of suitability is calculated as the average sum of dissimilarities between data points contained in the full dataset and the closest medoid.…”
Section: Clustering Algorithms 431 Partitioning Algorithmsmentioning
confidence: 99%
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“…The CLARA algorithm is a k-medoids method, which is executed based on the PAM algorithm, except that it is adapted for much larger datasets. The algorithm begins by randomly sampling the full dataset and thereafter applying the PAM methodology to the sampled subsection [13]. A rating measure of suitability is calculated as the average sum of dissimilarities between data points contained in the full dataset and the closest medoid.…”
Section: Clustering Algorithms 431 Partitioning Algorithmsmentioning
confidence: 99%
“…where m denotes the j ℎ medoid. The function expressing the rating measure, �m j , P�, is defined by the mathematical relationship [13] � , � = ∑…”
Section: Clustering Algorithms 431 Partitioning Algorithmsmentioning
confidence: 99%
“…Kmedoid algorithm is more robust and minimizes the sensitivity to noisy data and to outliers which are bound to occur in the realistic abandoned environment [10]. Here, we applied K-medoid algorithm in this dataset.…”
Section: Clusteringmentioning
confidence: 99%
“…This algorithm also called as Partition Around Medoids(PAM) is suggested in 1987 by Kaufman and Rousseuw [8][9] [10].There are various approaches of K-medoids algorithm such as PAM, SMALL, CLARA(for large dataset), and CLARANS(randomized CLARA) selection of algorithm is depend on the size the dataset. Kmedoid uses actual objects to clusters rather than mean values/centroid as in K-means [10].…”
Section: K-medoids Clustering Algorithmmentioning
confidence: 99%
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