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Modification to K-Medoids and CLARA for Effective Document Clustering
Document clustering plays an important role in several applications. K-Medoids and CLARA are among the most notable algorithms for clustering. These algorithms together with their relatives have been employed widely in clustering problems. In this paper we present a solution to improve the original K-Medoids and CLARA by making change in the way they ...
Phuong T. Nguyen 0001 +3 more
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Convex fuzzy k-medoids clustering
Fuzzy Sets and Systems, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Daniel Nobre Pinheiro +2 more
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A genetic k-medoids clustering algorithm
Journal of Heuristics, 2006We propose a hybrid genetic algorithm for k-medoids clustering. A novel heuristic operator is designed and integrated with the genetic algorithm to fine-tune the search. Further, variable length individuals that encode different number of medoids (clusters) are used for evolution with a modified Davies-Bouldin index as a measure of the fitness of the ...
Weiguo Sheng 0001, Xiaohui Liu 0001
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Video summarization by k-medoid clustering
Proceedings of the 2006 ACM symposium on Applied computing, 2006In this paper, we propose a video summarization algorithm by multiple extractions of key frames in each shot. This algorithm is based on the k-medoid clustering algorithms to find the best representative frame for each video shot. This algorithm, which is applicable to all types of descriptors, consists of extracting key frames by similarity clustering
Youssef Hadi +2 more
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Variance enhanced K-medoid clustering
Expert Systems with Applications, 2011This paper proposes new variance enhanced clustering methods to improve the popular K-medoid algorithm by adapting variance information in data clustering. Since measuring similarity between data objects is simpler than mapping data objects to data points in feature space, these pairwise similarity based clustering algorithms can greatly reduce the ...
Por-Shen Lai, Hsin-Chia Fu
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Clustering Uncertain Data Via K-Medoids
2008Uncertain data are usually represented in terms of an uncertainty region over which a probability density function (pdf) is defined. In the context of uncertain data management, there has been a growing interest in clustering uncertain data. In particular, the classic K-means clustering algorithm has been recently adapted to handle uncertain data ...
Francesco Gullo +2 more
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K-Medoids Clustering and Fuzzy Sets for Isolation Forest
2021 IEEE International Conference on Fuzzy Systems (FUZZ-IEEE), 2021Capturing anomalies in data is one of the most important problems in modern data analysis. In recent years, scientists have developed many interesting approaches. One of the leading is the Isolation Forest method, which is based on searching a forest of binary trees.
Pawel Karczmarek +5 more
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Privacy preserving K-Medoids clustering
2007 IEEE International Conference on Systems, Man and Cybernetics, 2007Privacy is an important issue in the collaborative data mining since privacy concerns may prevent the parties from directly sharing the data and some types of information about the data. How multiple parties collaboratively conduct data mining without breaching data privacy presents a challenge.
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The Application of K-Medoids and PAM to the Clustering of Rules
2004Earlier research has resulted in the production of an ‘all-rules’ algorithm for data-mining that produces all conjunctive rules of above given confidence and coverage thresholds. While this is a useful tool, it may produce a large number of rules. This paper describes the application of two clustering algorithms to these rules, in order to identify ...
Reynolds, Alan P. +2 more
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Multiple Cartesian K-Medoids for a Fine Quantization
2016 IEEE 22nd International Conference on Parallel and Distributed Systems (ICPADS), 2016K-means is a widely used method for the process of vector quantization in image retrieval, and its results will directly affect the subsequent retrieval quality. Although k-means is popular in image retrieval, it has some obvious disadvantages, such as randomness and sensitivity to outliers.
Wei Zhang +3 more
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