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A safe semi-supervised kernel minimum squared error algorithm

机译:安全的半监督内核最小平方误差算法

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Semi-supervised learning has received much attention in machine learning field over the past decades and a number of algorithms are proposed to improve the performance by exploiting unlabeled data. However, unlabeled data may hurt performance of semi-supervised learning in some cases. It is instinctively expected to design a reasonable strategy to safety exploit unlabeled data. To address the problem, we introduce a safe semi-supervised learning by analyzing the different characteristics of unlabeled data in supervised and semi-supervised learning. Our intuition is that unlabeled data may be risky in semi-supervised setting and the risk degree are different. Hence, we assign different weights to unlabeled data. The unlabeled data with high risk should be exploited by supervised learning and the other should be used for semi-supervised learning. In particular, we utilize Kernel Minimum Squared Error (KMSE) and Laplacian regularized KMSE (LapKMSE) for supervised and semi-supervised learning, respectively. Experimental results on several benchmark datasets illustrate the effectiveness of our algorithm.
机译:在过去的几十年中,半监督学习在机器学习领域受到了广泛关注,并且提出了许多算法来利用未标记的数据来提高性能。但是,在某些情况下,未标记的数据可能会损害半监督学习的性能。本能地期望设计一种合理的策略来安全利用未标记的数据。为了解决这个问题,我们通过分析无监督数据和无监督数据中无标签数据的不同特征,引入了一种安全的半监督学习。我们的直觉是,在半监督情况下,未标记的数据可能具有风险,并且风险程度不同。因此,我们为未标记的数据分配了不同的权重。未标记的高风险数据应通过监督学习加以利用,而另一项则应用于半监督学习。特别是,我们分别使用内核最小平方误差(KMSE)和拉普拉斯正则化KMSE(LapKMSE)进行监督学习和半监督学习。在几个基准数据集上的实验结果说明了我们算法的有效性。

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