Verifying the proximity and size hypothesis for self-organizing maps
Artificial Intelligence Lab, Department of MIS, University of Arizona === The Kohonen Self-Organizing Map (SOM) is an unsupervised learning technique for summarizing high-dimensional data so that similar inputs are, in general, mapped close to one another. When applied to textual data, SOM has been...
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ndltd-arizona.edu-oai-arizona.openrepository.com-10150-1061112015-10-23T04:24:10Z Verifying the proximity and size hypothesis for self-organizing maps Lin, Chienting Chen, Hsinchun Nunamaker, Jay F. Management Information Systems Knowledge Management Information Systems Artificial Intelligence Lab, Department of MIS, University of Arizona The Kohonen Self-Organizing Map (SOM) is an unsupervised learning technique for summarizing high-dimensional data so that similar inputs are, in general, mapped close to one another. When applied to textual data, SOM has been shown to be able to group together related concepts in a data collection and to present major topics within the collection with larger regions. Research in which properties of SOM were validated, called the Proximity and Size Hypotheses,is presented through a user evaluation study. Building upon the previous research in automatic concept generation and classification, it is demonstrated that the Kohonen SOM was able to perform concept clustering effectively, based on its concept precision and recall7 scores as judged by human experts. A positive relationship between the size of an SOM region and the number of documents contained in the region is also demonstrated. 2000-12 Journal Article (Paginated) Verifying the proximity and size hypothesis for self-organizing maps 2000-12, 16(3):57-70 Journal of Management Information Systems http://hdl.handle.net/10150/106111 Journal of Management Information Systems en M.E. Sharpe, Inc. |
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Management Information Systems Knowledge Management Information Systems |
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Management Information Systems Knowledge Management Information Systems Lin, Chienting Chen, Hsinchun Nunamaker, Jay F. Verifying the proximity and size hypothesis for self-organizing maps |
description |
Artificial Intelligence Lab, Department of MIS, University of Arizona === The Kohonen Self-Organizing Map (SOM) is an unsupervised learning technique for summarizing high-dimensional data so that similar inputs are, in general, mapped close to one another. When applied to textual data, SOM has been shown to be able to group together related concepts in a data collection and to present major topics within the collection with larger regions. Research in which properties of SOM were validated, called the Proximity and Size Hypotheses,is presented through a user evaluation study. Building upon the previous research in automatic concept generation and classification, it is demonstrated that the Kohonen SOM was able to perform concept clustering effectively, based on its concept precision and recall7 scores as judged by human experts. A positive relationship between the size of an SOM region and the number of documents contained in the region is also demonstrated. |
author |
Lin, Chienting Chen, Hsinchun Nunamaker, Jay F. |
author_facet |
Lin, Chienting Chen, Hsinchun Nunamaker, Jay F. |
author_sort |
Lin, Chienting |
title |
Verifying the proximity and size hypothesis for self-organizing maps |
title_short |
Verifying the proximity and size hypothesis for self-organizing maps |
title_full |
Verifying the proximity and size hypothesis for self-organizing maps |
title_fullStr |
Verifying the proximity and size hypothesis for self-organizing maps |
title_full_unstemmed |
Verifying the proximity and size hypothesis for self-organizing maps |
title_sort |
verifying the proximity and size hypothesis for self-organizing maps |
publisher |
M.E. Sharpe, Inc. |
publishDate |
2000 |
url |
http://hdl.handle.net/10150/106111 |
work_keys_str_mv |
AT linchienting verifyingtheproximityandsizehypothesisforselforganizingmaps AT chenhsinchun verifyingtheproximityandsizehypothesisforselforganizingmaps AT nunamakerjayf verifyingtheproximityandsizehypothesisforselforganizingmaps |
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