基于流形学习的判别主题建模

Seungil Huh, S. Fienberg
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引用次数: 14

摘要

主题建模已广泛用于包括文本文档在内的各个领域的数据分析。以前的主题模型,如概率潜在语义分析(pLSA)和潜在狄利let分配(LDA),在发现用于建模文本文档的低秩隐藏结构方面取得了令人印象深刻的成功。然而,这些模型没有考虑到数据的流形结构,这通常是非线性降维映射的信息。最近的模型,即拉普拉斯PLSI (LapPLSI)和局部一致主题模型(LTM),已经将局部流形结构纳入主题模型,并显示出由此带来的好处。但是这些方法没有充分发挥流形学习的判别能力,因为它们只增强了邻近对的低秩表示之间的接近性,而没有考虑非邻近对。本文提出了一种判别主题模型(Discriminative Topic Model, DTM),该模型在将非相邻对拉近的同时将非相邻对分开,从而在保持全局流形结构的同时提高局部一致性。我们还提出了一种基于广义电磁和帕累托改进的模型拟合算法。因此,DTM通过有效地暴露数据的流形结构,在半监督设置下实现了更高的分类性能。我们提供了文本语料库的经验证据,以证明与最先进的技术相比,DTM在分类精度和对参数的鲁棒性方面取得了成功。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Discriminative topic modeling based on manifold learning
Topic modeling has been popularly used for data analysis in various domains including text documents. Previous topic models, such as probabilistic Latent Semantic Analysis (pLSA) and Latent Dirichlet Allocation (LDA), have shown impressive success in discovering low-rank hidden structures for modeling text documents. These models, however, do not take into account the manifold structure of data, which is generally informative for the non-linear dimensionality reduction mapping. More recent models, namely Laplacian PLSI (LapPLSI) and Locally-consistent Topic Model (LTM), have incorporated the local manifold structure into topic models and have shown the resulting benefits. But these approaches fall short of the full discriminating power of manifold learning as they only enhance the proximity between the low-rank representations of neighboring pairs without any consideration for non-neighboring pairs. In this paper, we propose Discriminative Topic Model (DTM) that separates non-neighboring pairs from each other in addition to bringing neighboring pairs closer together, thereby preserving the global manifold structure as well as improving the local consistency. We also present a novel model fitting algorithm based on the generalized EM and the concept of Pareto improvement. As a result, DTM achieves higher classification performance in a semi-supervised setting by effectively exposing the manifold structure of data. We provide empirical evidence on text corpora to demonstrate the success of DTM in terms of classification accuracy and robustness to parameters compared to state-of-the-art techniques.
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