标签行走非负矩阵分解

L. Lan, Naiyang Guan, Xiang Zhang, Xuhui Huang, Zhigang Luo
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引用次数: 0

摘要

半监督学习(SSL)利用大量的未标记示例来提高从有限的标记示例中学习的性能。由于其强大的识别能力,SSL已被广泛应用于各种现实世界的任务,如信息检索、模式识别和语音分离。标签传播(Label propagation, LP)是一种流行的SSL方法,它沿着由未标记示例定义的高密度区域在数据集中传播标签,LP假设附近的示例应该共享相同的标签,因此,它不可避免地将标签推送到错误的示例,特别是当不同的标签示例没有严格分离时。Seed K-means使用标记的示例来初始化类中心,并且避免与传统K-means相比陷入较差的局部最优,然而每个示例的隶属性的硬约束使得Seed K-means在许多实际应用中失败。基于标签行走非负矩阵分解的框架,提出了一种新的标签行走非负矩阵分解方法(LWNMF)来处理SSL中的标记样例。LWNMF将整个数据集分解为基矩阵和系数矩阵的乘积,为了将标签传递到未标记的样例,LWNMF将标记样例的类指标作为其系数,迭代更新基矩阵和未标记样例的系数。由于LWNMF学习了全面的类质心,标签通过这些重要的质心迭代地走向未标记的例子。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Labelwalking nonnegative matrix factorization
Semi-supervised learning (SSL) utilizes plenty of unlabeled examples to boost the performance of learning from limited labeled examples. Due to its great discriminant power, SSL has been widely applied to various real-world tasks such as information retrieval, pattern recognition, and speech separa- tion. Label propagation (LP) is a popular SSL method which propagates labels through the dataset along high density areas defined by unlabeled examples, LP assumes nearby examples should share the same label, thus, it unavoidably pushes the labels to the wrong examples, especially when different la- beled examples are not strictly separated. Seed K-means uses labeled examples to initialize class centers, and avoid getting stuck in poor local optima comparing to traditional K-means, however the hard constraint of each example's membership makes Seed K-means failed in many real world applications. This paper proposes a novel label walking nonnegative matrix factorization method (LWNMF) to handle labeled examples in SSL based on the framework of NMF. LWNMF decomposes the whole dataset into the product of a basis matrix and a coefficient matrix, and to travel labels to unlabeled examples, LWNMF regards the class indicators of labeled examples as their coefficients and iteratively updates both basis matrix and coefficients of unlabeled examples. Since LWNMF learns comprehensive class centroids, labels iteratively walk to unlabeled examples through these significant centroids.
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