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Showing items 1 - 2 of 2

Your selections:

  • Nonconvex optimization
  • 0801 Artificial Intelligence and Image Processing
Creator
1Asadi, Soodabeh 1Karmitsa, Napsu
Subject
10102 Applied Mathematics 10103 Numerical and Computational Mathematics 10806 Information Systems 10906 Electrical and Electronic Engineering 1Bundle methods 1Cluster analysis 1DC optimization 1Limited memory methods 1Regression analysis 1Subdifferential
Facets
Creator
1Asadi, Soodabeh 1Karmitsa, Napsu
Subject
10102 Applied Mathematics 10103 Numerical and Computational Mathematics 10806 Information Systems 10906 Electrical and Electronic Engineering 1Bundle methods 1Cluster analysis 1DC optimization 1Limited memory methods 1Regression analysis 1Subdifferential
  • Title
  • Creator
  • Date

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.

A difference of convex optimization algorithm for piecewise linear regression

- Bagirov, Adil, Taheri, Sona, Asadi, Soodabeh

  • Authors: Bagirov, Adil , Taheri, Sona , Asadi, Soodabeh
  • Date: 2019
  • Type: Text , Journal article
  • Relation: Journal of Industrial and Management Optimization Vol. 15, no. 2 (2019), p. 909-932
  • Relation: http://purl.org/au-research/grants/arc/DP140103213
  • Full Text: false
  • Reviewed:
  • Description: The problem of finding a continuous piecewise linear function approximating a regression function is considered. This problem is formulated as a nonconvex nonsmooth optimization problem where the objective function is represented as a difference of convex (DC) functions. Subdifferentials of DC components are computed and an algorithm is designed based on these subdifferentials to find piecewise linear functions. The algorithm is tested using some synthetic and real world data sets and compared with other regression algorithms.

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