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A New Semidefinite Programming for Semi-supervised Support Vector Machines

机译:半监督支持向量机的新半定规划

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摘要

The problem of semi-supervised SVMs, which constructs a SVM using both the training data and unlabeled data has been formulated as an integer optimization problem. In this paper, we present a semidefinite programming formation for the problem of semi-supervised SVMs by using the approach based on the convex relaxation. The aim is to use the efficient interior point algorithms to solve SDP model of the problem of semi-supervised SVMs and obtain an approximation of the optimal labeling.
机译:半监督SVM问题,它同时使用训练数据和未标记数据构造SVM,已被表述为整数优化问题。在本文中,我们提出了一种基于凸松弛方法的半监督SVM问题的半定程序设计形式。目的是使用高效的内部点算法来解决半监督SVM问题的SDP模型,并获得最佳标记的近似值。

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