基于分布式损失的分布式支持向量机

Yuefeng Ma, Mengwei Wang
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引用次数: 0

摘要

支持向量机(SVM)是一种基础的机器学习方法,具有坚实的数学理论和广泛的应用。由于分布式数据集难以集中,在分布式环境下难以用传统算法计算支持向量机。同时,现有的分布式支持向量机方法大多存在耗时大的缺点。现有的分布式支持向量机方法的困难性阻碍了其在很多领域的应用。本文针对分布式支持向量机训练效率的提高,提出了一种具有分布式损失的分布式支持向量机方法(DL-DSVM)。首先构造了一个基于分布损失的分布式支持向量机优化问题。然后,考虑到分布式环境中的约束条件,提出了一种基于局部最优解的快速训练方法来求解优化问题。综合实验结果表明,DL-DSVM在时间复杂度和鲁棒性方面具有优异的性能,在其他方面没有明显下降。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Distributed Support Vector Machine Based on Distributed Loss
Support vector machine (SVM) is a fundamental machine learning method with solid mathematical theory and high effectiveness in many applications. Because distributed datasets are difficult to centralize, SVM is hard to be computed by using traditional algorithms in distributed environment. Meanwhile most of existing distributed SVM methods are suffering in very time-consuming. The dilemma of existing distributed SVM methods has hindered their application in a great deal of domain. In this paper, we focus on the improvement of training efficiency for distributed SVM by proposing a distributed SVM method with distributed loss (namely DL-DSVM). We firstly construct an optimization problem of distributed SVM based on distributed loss. Then, considering constrains in distributed environment, we propose a fast training method to solve the optimization problem based on the local optimal solution. Comprehensive experimental results show that DL-DSVM has an excellent performance in time complexity and robustness, and no significant decline in other aspects.
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