使用课程学习的k分量递归神经网络语言模型

Yangyang Shi, M. Larson, C. Jonker
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引用次数: 8

摘要

传统的n-gram语言模型以其捕获长距离依赖关系的能力有限以及相对于域内变化的脆弱性而闻名。在本文中,我们提出了一个使用课程学习(CL-KRNNLM)的k分量递归神经网络语言模型来解决域内变化。基于荷兰语语料库,我们研究了三种课程学习方法,这些方法利用了特定子领域的专用组件模型。在测试过程中上下文信息已知的oracle情况下,我们通过实验验证了三个假设。首先,领域专用模型在其特定领域上比一般模型表现得更好。第二,课程学习可以用来训练从一般模式到特定模式的递归神经网络语言模型(rnnlm)。第三,课程学习作为一种隐式加权方法来调整一般模式和特定模式的相对贡献,优于传统的线性插值。在测试过程中上下文信息未知的情况下,CL-KRNNLM在单词预测准确率方面也比传统RNNLM相对提高了13%。最后,在一个标准数据集上的N-best评分的附加实验中对CL-KRNNLM进行了测试。在这里,上下文域是通过使用Latent Dirichlet Allocation和k-means聚类对训练数据进行聚类而创建的。
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K-component recurrent neural network language models using curriculum learning
Conventional n-gram language models are known for their limited ability to capture long-distance dependencies and their brittleness with respect to within-domain variations. In this paper, we propose a k-component recurrent neural network language model using curriculum learning (CL-KRNNLM) to address within-domain variations. Based on a Dutch-language corpus, we investigate three methods of curriculum learning that exploit dedicated component models for specific sub-domains. Under an oracle situation in which context information is known during testing, we experimentally test three hypotheses. The first is that domain-dedicated models perform better than general models on their specific domains. The second is that curriculum learning can be used to train recurrent neural network language models (RNNLMs) from general patterns to specific patterns. The third is that curriculum learning, used as an implicit weighting method to adjust the relative contributions of general and specific patterns, outperforms conventional linear interpolation. Under the condition that context information is unknown during testing, the CL-KRNNLM also achieves improvement over conventional RNNLM by 13% relative in terms of word prediction accuracy. Finally, the CL-KRNNLM is tested in an additional experiment involving N-best rescoring on a standard data set. Here, the context domains are created by clustering the training data using Latent Dirichlet Allocation and k-means clustering.
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