MIGSOM: Multilevel Interior Growing Self-Organizing Maps for High Dimensional Data Clustering

被引:0
|
作者
Thouraya Ayadi
Tarek M. Hamdani
Adel M. Alimi
机构
[1] National Engineering School of Sfax (ENIS),REGIM: REsearch Groups on Intelligent Machines
[2] University of Sfax,undefined
来源
Neural Processing Letters | 2012年 / 36卷
关键词
Multilevel Interior Growing Self-Organizing Maps; Unsupervised clustering; Topology preserving visualization; High-dimensional datasets;
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中图分类号
学科分类号
摘要
Understanding the inherent structure of high-dimensional datasets is a very challenging task. This can be tackled from visualization, summarizing or simply clustering points of view. The Self-Organizing Map (SOM) is a powerful and unsupervised neural network to resolve these kinds of problems. By preserving the data topology mapped onto a grid, SOM can facilitate visualization of data structure. However, classical SOM still suffers from the limits of its predefined structure. Growing variants of SOM can overcome this problem, since they have tried to define a network structure with no need an advance a fixed number of output units by dynamic growing architecture. In this paper we propose a new dynamic SOMs called MIGSOM: Multilevel Interior Growing SOMs for high-dimensional data clustering. MIGSOM present a different architecture than dynamic variants presented in the literature. Using an unsupervised training process MIGSOM has the capability of growing map size from the boundaries as well as the interior of the network in order to represent more faithfully the structure present in a data collection. As a result, MIGSOM can have three-dimensional (3-D) structure with different levels of oriented maps developed according to data direction. We demonstrate the potential of the MIGSOM with real-world datasets of high-dimensional properties in terms of topology preserving visualization, vectors summarizing by efficient quantization and data clustering. In addition, MIGSOM achieves better performance compared to growing grid and the classical SOM.
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页码:235 / 256
页数:21
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