A new distance measure for hierarchical clustering

Support vector machine (SVM) classifier formulation is originally designed for binary classification, and the extension of it to the multi-class case is still an open research problem. Classical approaches such as one-against-one or one-against-all have been used to address the multi-class problem,...

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Published in2008 IEEE 16th Signal Processing, Communication and Applications Conference pp. 1 - 4
Main Authors Yavuz, Hasan Serhan, Cevikalp, Hakan
Format Conference Proceeding
LanguageEnglish
Published IEEE 01.04.2008
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ISBN1424419980
9781424419982
ISSN2165-0608
DOI10.1109/SIU.2008.4632558

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Abstract Support vector machine (SVM) classifier formulation is originally designed for binary classification, and the extension of it to the multi-class case is still an open research problem. Classical approaches such as one-against-one or one-against-all have been used to address the multi-class problem, but these approaches become less appealing when the number of classes in the training set is too large. Recent approaches use hierarchical based classification for the multi-class problems since they scale well with the number of classes. SVM based hierarchical classifiers involve the partition of data samples through a clustering algorithm, and classification performance of the overall system heavily depends on the generated clusters. The clustering methods such as k-means, kernel k-means, spherical shells and balanced subset clustering have been used for this goal, but their distance measures, which are used for partitioning the data samples, are not compatible with the SVM classification goal. This paper introduces a new distance measure for partition of data samples for SVM based hierarchical classification. Unlike other clustering methods used for this goal, our proposed method is suitable when SVMs are used as the base classifier. As demonstrated in the experiments, integrating the proposed clustering scheme into the hierarchical SVM classifiers significantly improves the computational efficiency with a small decrease in the recognition accuracy.
AbstractList Support vector machine (SVM) classifier formulation is originally designed for binary classification, and the extension of it to the multi-class case is still an open research problem. Classical approaches such as one-against-one or one-against-all have been used to address the multi-class problem, but these approaches become less appealing when the number of classes in the training set is too large. Recent approaches use hierarchical based classification for the multi-class problems since they scale well with the number of classes. SVM based hierarchical classifiers involve the partition of data samples through a clustering algorithm, and classification performance of the overall system heavily depends on the generated clusters. The clustering methods such as k-means, kernel k-means, spherical shells and balanced subset clustering have been used for this goal, but their distance measures, which are used for partitioning the data samples, are not compatible with the SVM classification goal. This paper introduces a new distance measure for partition of data samples for SVM based hierarchical classification. Unlike other clustering methods used for this goal, our proposed method is suitable when SVMs are used as the base classifier. As demonstrated in the experiments, integrating the proposed clustering scheme into the hierarchical SVM classifiers significantly improves the computational efficiency with a small decrease in the recognition accuracy.
Author Cevikalp, Hakan
Yavuz, Hasan Serhan
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  organization: Elektrik ve Elektronik Muhendisligi Bolumu, Eskiehir Osmangazi Universitesi, Turkey
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Snippet Support vector machine (SVM) classifier formulation is originally designed for binary classification, and the extension of it to the multi-class case is still...
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SubjectTerms Artificial neural networks
Classification algorithms
Clustering methods
Conferences
Distance measurement
Kernel
Support vector machines
Title A new distance measure for hierarchical clustering
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