BCP and ZQP Strategies to Reduce the SVM Training Time

Rodolfo Ibarra-Orozco, Juan Carlos López Pimentel, M. González-Mendoza, N. Hernández-Gress
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Abstract

The Support Vector Machine (SVM) is awell known method used for classification, regression and density estimation. Training a SVM consists in solving a Quadratic Programming (QP) problem. The QP problemis very resource consuming (both computational time and computational memory), because the quadratic form is dense and the memory requirements grow square the number ofdata points.In order to increase the training speed of SVM's, this paperproposes a combination of two methods, the BCP algorithm(Barycentric Correction Procedure), [15], to find, heuristically,training points with a high probability to be Support Vectors,and the ZQP algorithm, [10], to solve the reduced problem.
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减少支持向量机训练时间的BCP和ZQP策略
支持向量机(SVM)是一种众所周知的用于分类、回归和密度估计的方法。训练支持向量机就是解决一个二次规划(QP)问题。QP问题非常消耗资源(计算时间和计算内存),因为二次形式是密集的,并且内存需求是数据点数量的平方。为了提高支持向量机的训练速度,本文提出了两种方法的结合,一种是BCP算法(Barycentric Correction Procedure)[15],启发式地寻找大概率成为支持向量的训练点,另一种是ZQP算法[10],解决约简问题。
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