CSOM: self-organizing map for continuous data

Nowadays, lots of data is being collected for different industrial and commercial purposes, where the aim is to discover useful patterns from data which leads to discovery of valuable domain knowledge. Unsupervised learning is a useful method for these tasks as it requires no target class and it clu...

Full description

Bibliographic Details
Main Authors: Hadzic, Fedja, Dillon, Tharam S.
Other Authors: Tharam Dillon
Format: Conference Paper
Published: IEEE 2005
Online Access:http://hdl.handle.net/20.500.11937/14636
_version_ 1848748675986096128
author Hadzic, Fedja
Dillon, Tharam S.
author2 Tharam Dillon
author_facet Tharam Dillon
Hadzic, Fedja
Dillon, Tharam S.
author_sort Hadzic, Fedja
building Curtin Institutional Repository
collection Online Access
description Nowadays, lots of data is being collected for different industrial and commercial purposes, where the aim is to discover useful patterns from data which leads to discovery of valuable domain knowledge. Unsupervised learning is a useful method for these tasks as it requires no target class and it clusters the feature values that occur frequently together. Clustering methods have been successfully used for this task due to the powerful property of creating spatial representations of the features and the abstractions detected from the input space. Self-organising map (SOM) is one of the most popular clustering techniques where abstractions are formed by mapping high dimensional input patterns into a lower dimensional set of output clusters. Most of the current uses of SOM for this task concentrated on clustering categorical features. fn this paper we present a new learning mechanism for self-organizing map which is useful when the aim is to extract patterns from a data set characterized by continuous input features. Furthermore the method used for network pruning and rule optimization is described.
first_indexed 2025-11-14T07:08:49Z
format Conference Paper
id curtin-20.500.11937-14636
institution Curtin University Malaysia
institution_category Local University
last_indexed 2025-11-14T07:08:49Z
publishDate 2005
publisher IEEE
recordtype eprints
repository_type Digital Repository
spelling curtin-20.500.11937-146362022-10-20T04:39:12Z CSOM: self-organizing map for continuous data Hadzic, Fedja Dillon, Tharam S. Tharam Dillon Xinghuo Yu Elizabeth Chang Nowadays, lots of data is being collected for different industrial and commercial purposes, where the aim is to discover useful patterns from data which leads to discovery of valuable domain knowledge. Unsupervised learning is a useful method for these tasks as it requires no target class and it clusters the feature values that occur frequently together. Clustering methods have been successfully used for this task due to the powerful property of creating spatial representations of the features and the abstractions detected from the input space. Self-organising map (SOM) is one of the most popular clustering techniques where abstractions are formed by mapping high dimensional input patterns into a lower dimensional set of output clusters. Most of the current uses of SOM for this task concentrated on clustering categorical features. fn this paper we present a new learning mechanism for self-organizing map which is useful when the aim is to extract patterns from a data set characterized by continuous input features. Furthermore the method used for network pruning and rule optimization is described. 2005 Conference Paper http://hdl.handle.net/20.500.11937/14636 10.1109/INDIN.2005.1560466 IEEE restricted
spellingShingle Hadzic, Fedja
Dillon, Tharam S.
CSOM: self-organizing map for continuous data
title CSOM: self-organizing map for continuous data
title_full CSOM: self-organizing map for continuous data
title_fullStr CSOM: self-organizing map for continuous data
title_full_unstemmed CSOM: self-organizing map for continuous data
title_short CSOM: self-organizing map for continuous data
title_sort csom: self-organizing map for continuous data
url http://hdl.handle.net/20.500.11937/14636