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  • ISBN:0031-3203
  • 0801 Artificial Intelligence and Image Processing
Creator
2Carman, Mark 2Ting, Kaiming 2Zhu, Ye 1Bagirov, Adil 1Karmitsa, Napsu 1Taheri, Sona
Subject
2Density-based clustering 1Bundle methods 1Cluster analysis 1Density-ratio 1Limited memory methods 1Nonconvex optimization 1Nonsmooth optimization 1Scaling 1Shared subspaces 1Subspace clustering 1Varying densities
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Creator
2Carman, Mark 2Ting, Kaiming 2Zhu, Ye 1Bagirov, Adil 1Karmitsa, Napsu 1Taheri, Sona
Subject
2Density-based clustering 1Bundle methods 1Cluster analysis 1Density-ratio 1Limited memory methods 1Nonconvex optimization 1Nonsmooth optimization 1Scaling 1Shared subspaces 1Subspace clustering 1Varying densities
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Density-ratio based clustering for discovering clusters with varying densities

- Zhu, Ye, Ting, Kaiming, Carman, Mark

  • Authors: Zhu, Ye , Ting, Kaiming , Carman, Mark
  • Date: 2016
  • Type: Text , Journal article
  • Relation: Pattern Recognition Vol. 60, no. (2016), p. 983-997
  • Full Text: false
  • Reviewed:
  • Description: Density-based clustering algorithms are able to identify clusters of arbitrary shapes and sizes in a dataset which contains noise. It is well-known that most of these algorithms, which use a global density threshold, have difficulty identifying all clusters in a dataset having clusters of greatly varying densities. This paper identifies and analyses the condition under which density-based clustering algorithms fail in this scenario. It proposes a density-ratio based method to overcome this weakness, and reveals that it can be implemented in two approaches. One approach is to modify a density-based clustering algorithm to do density-ratio based clustering by using its density estimator to compute density-ratio. The other approach involves rescaling the given dataset only. An existing density-based clustering algorithm, which is applied to the rescaled dataset, can find all clusters with varying densities that would otherwise impossible had the same algorithm been applied to the unscaled dataset. We provide an empirical evaluation using DBSCAN, OPTICS and SNN to show the effectiveness of these two approaches. © 2016 Elsevier Ltd

Clustering in large data sets with the limited memory bundle method

- Karmitsa, Napsu, Bagirov, Adil, Taheri, Sona

  • Authors: Karmitsa, Napsu , Bagirov, Adil , Taheri, Sona
  • Date: 2018
  • Type: Text , Journal article
  • Relation: Pattern Recognition Vol. 83, no. (2018), p. 245-259
  • Relation: http://purl.org/au-research/grants/arc/DP140103213
  • Full Text: false
  • Reviewed:
  • Description: The aim of this paper is to design an algorithm based on nonsmooth optimization techniques to solve the minimum sum-of-squares clustering problems in very large data sets. First, the clustering problem is formulated as a nonsmooth optimization problem. Then the limited memory bundle method [Haarala et al., 2007] is modified and combined with an incremental approach to design a new clustering algorithm. The algorithm is evaluated using real world data sets with both the large number of attributes and the large number of data points. It is also compared with some other optimization based clustering algorithms. The numerical results demonstrate the efficiency of the proposed algorithm for clustering in very large data sets.

Grouping points by shared subspaces for effective subspace clustering

- Zhu, Ye, Ting, Kaiming, Carman, Mark

  • Authors: Zhu, Ye , Ting, Kaiming , Carman, Mark
  • Date: 2018
  • Type: Text , Journal article
  • Relation: Pattern Recognition Vol. 83, no. (2018), p. 230-244
  • Full Text: false
  • Reviewed:
  • Description: Clusters may exist in different subspaces of a multidimensional dataset. Traditional full-space clustering algorithms have difficulty in identifying these clusters. Various subspace clustering algorithms have used different subspace search strategies. They require clustering to assess whether cluster(s) exist in a subspace. In addition, all of them perform clustering by measuring similarity between points in the given feature space. As a result, the subspace selection and clustering processes are tightly coupled. In this paper, we propose a new subspace clustering framework named CSSub (Clustering by Shared Subspaces). It enables neighbouring core points to be clustered based on the number of subspaces they share. It explicitly splits candidate subspace selection and clustering into two separate processes, enabling different types of cluster definitions to be employed easily. Through extensive experiments on synthetic and real-world datasets, we demonstrate that CSSub discovers non-redundant subspace clusters with arbitrary shapes in noisy data; and it significantly outperforms existing state-of-the-art subspace clustering algorithms.

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