2021
DOI: 10.1002/int.22521
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New internal clustering validation measure for contiguous arbitrary‐shape clusters

Abstract: In this study a new internal clustering validation index is proposed. It is based on a measure of the uniformity of the data in clusters. It uses the local density of each cluster, in particular, the normalized variability of the density within the clusters to find the ideal partition. The new validity measure allows it to capture the spatial pattern of the data and obtain the right number of clusters in an automatic way. This new approach, unlike the traditional one that usually identifies wellseparated compa… Show more

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Cited by 16 publications
(3 citation statements)
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“…This is an important step because once singletons are formed, they cannot be merged to higher density clusters, just using Algorithm 1, since their intra-clonal distance a i is zero, and it is smaller than any other inter-clonal distance. Thus, we defined the Algorithm 2 that considers every singleton k, and tries to merge it to its closest neighbor l if the merging does not substantially decrease cluster uniformity [27]. More precisely, we merge k and l if |unif(l + k) − unif(l)| < δ.…”
Section: Mobillementioning
confidence: 99%
“…This is an important step because once singletons are formed, they cannot be merged to higher density clusters, just using Algorithm 1, since their intra-clonal distance a i is zero, and it is smaller than any other inter-clonal distance. Thus, we defined the Algorithm 2 that considers every singleton k, and tries to merge it to its closest neighbor l if the merging does not substantially decrease cluster uniformity [27]. More precisely, we merge k and l if |unif(l + k) − unif(l)| < δ.…”
Section: Mobillementioning
confidence: 99%
“…This involves not only finding the "true" number of clusters but also the optimal partition that best fits the underlying grouping structure of the data set. The cluster validity index (CVI) is an indicator, criteria or measure by which to provide a way of validating the quality of clustering algorithms in determining the correct true number of clusters in data sets (Rojas-Thomas & Santos, 2021). In general, CVIs tailored to quantitatively evaluate clustering results are classified into two groups: internal and external (Halkidi et al, 2001).…”
Section: Cluster Analysismentioning
confidence: 99%
“…Tese data are called multiview data [1][2][3][4][5]. Since multiview data typically ofers compatible and complementary information, it is more comprehensive for object description in comparison with the single-view data [6][7][8]. Since this beneft has garnered a lot of attention in recent years, numerous efcient multiview clustering techniques have been put forth to enhance clustering performance by integrating the information presented in diferent views.…”
Section: Introductionmentioning
confidence: 99%