Integration and Selection of Linear SVM Classifiers in Geometric Space

Integration or fusion of the base classifiers is the final stage of creating multiple classifiers system. Known methods in this step use base classifier outputs, which are class labels or values of the confidence (predicted probabilities) for each class label. In this paper we propose an integration...

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Main Authors: Robert Burduk, Jedrzej Biedrzycki
Format: Article
Language:English
Published: Graz University of Technology 2019-06-01
Series:Journal of Universal Computer Science
Subjects:
s
Online Access:https://lib.jucs.org/article/22623/download/pdf/
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spelling doaj-c110e6772a6f44a4b185d8abfa56314e2021-06-23T07:57:24ZengGraz University of TechnologyJournal of Universal Computer Science0948-69682019-06-0125671873010.3217/jucs-025-06-071822623Integration and Selection of Linear SVM Classifiers in Geometric SpaceRobert Burduk0Jedrzej Biedrzycki1Wroclaw University of Science and TechnologyWroclaw University of Science and TechnologyIntegration or fusion of the base classifiers is the final stage of creating multiple classifiers system. Known methods in this step use base classifier outputs, which are class labels or values of the confidence (predicted probabilities) for each class label. In this paper we propose an integration process which takes place in the geometric space. It means that the fusion of base classifiers is done using their decision boundaries. In order to obtain one decision boundary from boundaries defined by base classifiers the median or weighted average method will be used. In addition, the proposed algorithm uses the division of the entire feature space into disjoint regions of competence as well as the process of selection of base classifiers is carried out. The aim of the experiments was to compare the proposed algorithms with the majority voting method and assessment which of the analyzed approaches to integration of the base classifiers creates a more effective ensemble.https://lib.jucs.org/article/22623/download/pdf/classifier integrationensemble of classifierss
collection DOAJ
language English
format Article
sources DOAJ
author Robert Burduk
Jedrzej Biedrzycki
spellingShingle Robert Burduk
Jedrzej Biedrzycki
Integration and Selection of Linear SVM Classifiers in Geometric Space
Journal of Universal Computer Science
classifier integration
ensemble of classifiers
s
author_facet Robert Burduk
Jedrzej Biedrzycki
author_sort Robert Burduk
title Integration and Selection of Linear SVM Classifiers in Geometric Space
title_short Integration and Selection of Linear SVM Classifiers in Geometric Space
title_full Integration and Selection of Linear SVM Classifiers in Geometric Space
title_fullStr Integration and Selection of Linear SVM Classifiers in Geometric Space
title_full_unstemmed Integration and Selection of Linear SVM Classifiers in Geometric Space
title_sort integration and selection of linear svm classifiers in geometric space
publisher Graz University of Technology
series Journal of Universal Computer Science
issn 0948-6968
publishDate 2019-06-01
description Integration or fusion of the base classifiers is the final stage of creating multiple classifiers system. Known methods in this step use base classifier outputs, which are class labels or values of the confidence (predicted probabilities) for each class label. In this paper we propose an integration process which takes place in the geometric space. It means that the fusion of base classifiers is done using their decision boundaries. In order to obtain one decision boundary from boundaries defined by base classifiers the median or weighted average method will be used. In addition, the proposed algorithm uses the division of the entire feature space into disjoint regions of competence as well as the process of selection of base classifiers is carried out. The aim of the experiments was to compare the proposed algorithms with the majority voting method and assessment which of the analyzed approaches to integration of the base classifiers creates a more effective ensemble.
topic classifier integration
ensemble of classifiers
s
url https://lib.jucs.org/article/22623/download/pdf/
work_keys_str_mv AT robertburduk integrationandselectionoflinearsvmclassifiersingeometricspace
AT jedrzejbiedrzycki integrationandselectionoflinearsvmclassifiersingeometricspace
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