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2006 | OriginalPaper | Chapter

Clustering Support Vector Machines and Its Application to Local Protein Tertiary Structure Prediction

Authors : Jieyue He, Wei Zhong, Robert Harrison, Phang C. Tai, Yi Pan

Published in: Computational Science – ICCS 2006

Publisher: Springer Berlin Heidelberg

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Support Vector Machines (SVMs) are new generation of machine learning techniques and have shown strong generalization capability for many data mining tasks. SVMs can handle nonlinear classification by implicitly mapping input samples from the input feature space into another high dimensional feature space with a nonlinear kernel function. However, SVMs are not favorable for huge datasets with over millions of samples. Granular computing decomposes information in the form of some aggregates and solves the targeted problems in each granule. Therefore, we propose a novel computational model called Clustering Support Vector Machines (CSVMs) to deal with the complex classification problems for huge datasets. Taking advantage of both theory of granular computing and advanced statistical learning methodology, CSVMs are built specifically for each information granule partitioned intelligently by the clustering algorithm. This feature makes learning tasks for each CSVMs more specific and simpler. Moreover, CSVMs built particularly for each granule can be easily parallelized so that CSVMs can be used to handle huge datasets efficiently. The CSVMs model is used for predicting local protein tertiary structure. Compared with the conventional clustering method, the prediction accuracy for local protein tertiary structure has been improved noticeably when the new CSVM model is used. The encouraging experimental results indicate that our new computational model opens a new way to solve the complex classification for huge datasets.

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Metadata
Title
Clustering Support Vector Machines and Its Application to Local Protein Tertiary Structure Prediction
Authors
Jieyue He
Wei Zhong
Robert Harrison
Phang C. Tai
Yi Pan
Copyright Year
2006
Publisher
Springer Berlin Heidelberg
DOI
https://doi.org/10.1007/11758525_96

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