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Park, Saerom
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Learning representative exemplars using one-class Gaussian process regression

Author(s)
Son, YoungdooLee, SujeePark, SaeromLee, Jaewook
Issued Date
2018-02
DOI
10.1016/j.patcog.2017.09.002
URI
https://scholarworks.unist.ac.kr/handle/201301/64382
Citation
PATTERN RECOGNITION, v.74, pp.185 - 197
Abstract
An exemplar is an observation that represents a group of similar observations. Exemplars from data are examined to divide entire heterogeneous data into several homogeneous subgroups, wherein each subgroup is represented by an exemplar. With its inherent sparsity, an exemplar-based learning model provides a parsimonious model to represent or cluster large-scale data. A novel exemplar learning method using one-class Gaussian process (GP) regression is proposed in this study. The proposed method constructs data distribution support from one-class GP regression using automatic relevance determination prior and heterogeneous GP noise. Exemplars that correspond to the basis vectors of the constructed support function are then automatically located during the training process. The proposed method is applied to various data sets to examine its operability, characteristics of data representation, and cluster analysis. The exemplars of some real data generated by the proposed method are also reported. (C) 2017 Elsevier Ltd. All rights reserved.
Publisher
ELSEVIER SCI LTD
ISSN
0031-3203
Keyword (Author)
Representative exemplarsOne class Gaussian process regressionSupport-based clusteringAutomatic relevance determinationKernel methods
Keyword
AFFINITY PROPAGATIONK-MEDOIDSSUPPORT

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