Multilevel Kohonen Network Learning for Clustering Problems

Authors

  • Siti Mariyam Shamsuddin Soft Computing Research Group, Universiti Teknologi Malaysia, Malaysia
  • Anazida Zainal Soft Computing Research Group Universiti Teknologi Malaysia, Malaysia
  • Norfadzila Mohd Yusof Soft Computing Research Group Universiti Teknologi Malaysia, Malaysia

DOI:

https://doi.org/10.32890/jict2008.7.1

Keywords:

Classification, Patterns, Self-organising map, SOM, Multilevel learning, Distance (or dissimilarity) measure, Predictions, Computational times, Classification rate

Abstract

Clustering is the procedure of recognising classes of patterns that occur in the environment and assigning each pattern to its relevant. Unlike classical statistical methods, self-organising map (SOM) does not require any prior knowledge about the statistical distribution of the patterns in the environment. In this study, an alternative classification of self-organising neural networks, known as multilevel learning, was proposed to solve the task of pattern separation. The performance of standard SOM and multilevel SOM were evaluated with different distance or dissimilarity measures in retrieving similarity between patterns. The purpose of this analysis was to evaluate the quality of map produced by SOM learning using different distance measures in representing a given dataset. Based on the results obtained from both SOM methods, predictions can be made for the unknown samples. The results showed that multilevel SOM learning gives better classification rate for small and medium scale datasets, but not for large scale dataset.

References

Kohonen, T. (1998). The self-organising maps. Springler, Berlin: Heidelberg.

Gopalan, A., & Titus, A. H. (2003). A new wide range Euclidean distance circuit for neural network hardware implementations. IEEE Transactions on http://jict.uum.edu.my/ Neural Networks,14(5).

Kaski, S., Sinkkonen, J., & Peltonen, J. (2001). Bankruptcy analysis with self-organising maps in learning metrics. IEEE Transactions on Neural Networks, 12, 936-947.

Qian, G., Surat, S., & Pramanik, S. (2002). Similarity between Euclidean and consine angle distance for nearest neighbour queries. IEEE ICIP.

James, S. K., & Jacek M. Z. (2004). Topography-enhanced BMU search in self-organising maps. ISNN 2004, LNCS 3174, 695–700.

Mangiameli, C., Chen, S. K., & West, D. (1996). A comparison of SOM neural network and hierarchichal clustering methods. European Journal of Operation Research, 93(2).

Hagenbuchner, M., Sperduti, A., & Tsoi, A. C. (2003). A self-organising map for adaptive processing of structured data. IEEE Transactions on Neural Networks, 14(3).

Vesanto, J., Himberg, J., Alhoniemi, E., & Parhan Kangas. J. (2000). SOM toolbox for matlab.

Deboeck, G., & Kohonen, T. (1998). Visual explorations in finance with self-organising maps. London: Spinger-Verlag.

Xu, J.S., & Wang, Z. O. (2004) Survey of clustering algorithms. IEEE Transactions on Neural Networks, 16(3).

Downloads

Published

07-04-2008

How to Cite

Shamsuddin, S. M., Zainal, A., & Mohd Yusof, N. (2008). Multilevel Kohonen Network Learning for Clustering Problems. Journal of Information and Communication Technology, 7, 1-25. https://doi.org/10.32890/jict2008.7.1

Research impact

Harvested 2026-09-06
0 citations recorded so far

Counts differ between services because each indexes a different body of literature. None of them is the whole picture.

Identifiers DOI 10.32890/jict2008.7.1

Most read articles by the same author(s)