DiSMEC:极端多标签分类的分布式稀疏机

Rohit Babbar, B. Scholkopf
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引用次数: 219

摘要

极端多标签分类是指涉及数十万甚至数百万个标签的监督式多标签学习。极端分类的数据集表现为幂律分布,即大部分标签在数据分布中具有很少的正实例。大多数最先进的极端多标签分类方法试图通过将标签矩阵嵌入到低维线性子空间来捕获标签之间的相关性。然而,在幂律分布的极大且多样的标签空间中,低秩等结构性假设很容易被违反。在这项工作中,我们提出了DiSMEC,这是一个大规模的分布式框架,用于学习one- vs -rest线性分类器,并结合显式容量控制来控制模型大小。与大多数最先进的方法不同,DiSMEC不对标签矩阵做任何低秩假设。使用双层并行化,DiSMEC可以在几个小时内学习包含数十万个标签的数据集的分类器。显式容量控制机制滤除虚假参数,使模型保持紧凑的尺寸,而不损失预测精度。我们对多达67万个标签的公开可用的真实世界数据集进行了广泛的实证评估。我们将DiSMEC与最近最先进的方法进行了比较,包括- SLEEC(一种学习稀疏局部嵌入的领先方法)和FastXML(一种基于树的方法,优化基于排名的损失函数)。在某些数据集上,DiSMEC可以显著提高预测精度——相对于SLECC提高10%,相对于FastXML提高15%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DiSMEC: Distributed Sparse Machines for Extreme Multi-label Classification
Extreme multi-label classification refers to supervised multi-label learning involving hundreds of thousands or even millions of labels. Datasets in extreme classification exhibit fit to power-law distribution, i.e. a large fraction of labels have very few positive instances in the data distribution. Most state-of-the-art approaches for extreme multi-label classification attempt to capture correlation among labels by embedding the label matrix to a low-dimensional linear sub-space. However, in the presence of power-law distributed extremely large and diverse label spaces, structural assumptions such as low rank can be easily violated. In this work, we present DiSMEC, which is a large-scale distributed framework for learning one-versus-rest linear classifiers coupled with explicit capacity control to control model size. Unlike most state-of-the-art methods, DiSMEC does not make any low rank assumptions on the label matrix. Using double layer of parallelization, DiSMEC can learn classifiers for datasets consisting hundreds of thousands labels within few hours. The explicit capacity control mechanism filters out spurious parameters which keep the model compact in size, without losing prediction accuracy. We conduct extensive empirical evaluation on publicly available real-world datasets consisting upto 670,000 labels. We compare DiSMEC with recent state-of-the-art approaches, including - SLEEC which is a leading approach for learning sparse local embeddings, and FastXML which is a tree-based approach optimizing ranking based loss function. On some of the datasets, DiSMEC can significantly boost prediction accuracies - 10% better compared to SLECC and 15% better compared to FastXML, in absolute terms.
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