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Enhancement of multi-class support vector machine construction from binary learners using generalization performance

机译:使用泛化性能增强二进制学习者的多类支持向量机构造

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We propose several new methods to enhance multi-class support vector machines (SVMs) by applying the generalization performance of binary classifiers as the core idea. This concept is applied to the existing algorithms, i.e., the Decision Directed Acyclic Graph (DDAG), the Adaptive Directed Acyclic Graph (ADAG), and Max Wins. Although there have been many previous attempts to use information such as the margin size and number of support vectors as the performance estimators for binary SVMs, this type of information may not accurately reflect the actual performance of the binary SVMs. We demonstrate that the generalization ability that is evaluated using a cross-validation mechanism is more suitable for directly extracting the actual performance of binary SVMs than the previous methods. Our methods are built around this performance measure, and each of them is crafted to overcome the weakness of the previous algorithms. The proposed methods include the Modified Reordering Adaptive Directed Acyclic Graph (MRADAG), Strong Elimination of the classifiers (SE), Weak Elimination of the classifiers (WE), and Voting-based Candidate Filtering (VCF). The experimental results demonstrate that our methods are more accurate than traditional methods. In particular, WE provides superior results compared to Max Wins, which is recognized as one of the most powerful techniques, in terms of both accuracy and classification speed with two times faster in average. (C) 2014 Elsevier B.V. All rights reserved.
机译:我们以二进制分类器的泛化性能为核心,提出了几种增强多类支持向量机(SVM)的新方法。该概念适用于现有算法,即决策有向无环图(DDAG),自适应有向无环图(ADAG)和Max Wins。尽管先前已经进行了许多尝试使用诸如余量大小和支持向量数量之类的信息作为二进制SVM的性能估计器,但是这种类型的信息可能无法准确反映二进制SVM的实际性能。我们证明,使用交叉验证机制评估的泛化能力比以前的方法更适合直接提取二进制SVM的实际性能。我们的方法是围绕这种性能指标构建的,并且每种方法都经过精心设计以克服先前算法的弱点。所提出的方法包括:改进的重排序自适应有向无环图(MRADAG),强分类器(SE)消除,弱分类器(WE)以及基于投票的候选过滤(VCF)。实验结果表明,我们的方法比传统方法更准确。特别是,在准确性和分类速度方面,WE均比公认的最强大的技术之一Max Wins优越,平均速度要快两倍。 (C)2014 Elsevier B.V.保留所有权利。

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