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HOME > JOURNALS BY SUBJECT > COMPUTER SCIENCE/MEDICAL AND LIFE SCIENCES > JBCB
Journal of Bioinformatics and Computational Biology (JBCB)
Current Issue | 2009 | 2008 | 2007 | All Volumes (2003-2009)

Volume: 7, Issue: 4(2009) pp. 645-661     DOI: 10.1142/S0219720009004291
Abstract | Full Text (PDF, 1,333KB) | References
Title: CURVE-BASED CLUSTERING OF TIME COURSE GENE EXPRESSION DATA USING SELF-ORGANIZING MAPS
Author(s):
XIN CHEN
Division of Mathematical Sciences, School of Physical and Mathematical Sciences, Nanyang Technological University, Singapore
History:
Received 8 October 2008
Revised 23 November 2008
Accepted 3 January 2009
Abstract:
There is an increasing interest in clustering time course gene expression data to investigate a wide range of biological processes. However, developing a clustering algorithm ideal for time course gene express data is still challenging. As timing is an important factor in defining true clusters, a clustering algorithm shall explore expression correlations between time points in order to achieve a high clustering accuracy. Moreover, inter-cluster gene relationships are often desired in order to facilitate the computational inference of biological pathways and regulatory networks. In this paper, a new clustering algorithm called CurveSOM is developed to offer both features above. It first presents each gene by a cubic smoothing spline fitted to the time course expression profile, and then groups genes into clusters by applying a self-organizing map-based clustering on the resulting splines. CurveSOM has been tested on three well-studied yeast cell cycle datasets, and compared with four popular programs including Cluster 3.0, GENECLUSTER, MCLUST, and SSClust. The results show that CurveSOM is a very promising tool for the exploratory analysis of time course expression data, as it is not only able to group genes into clusters with high accuracy but also able to find true time-shifted correlations of expression patterns across clusters.
Keywords:
Expression data clustering analysis; cubic smoothing splines; self-organizing maps

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