迭代解码:一种新的混乱网络重新评分框架

Anoop Deoras, F. Jelinek
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引用次数: 16

摘要

近年来,人们对使用复杂复杂的知识资源进行混淆网络重评分产生了浓厚的兴趣。传统的重评分方法是通过n -最优列表法或格或混淆网络动态规划法进行的。虽然动态规划方法是最优的,但它只允许合并马尔可夫知识来源。另一方面,N个最佳列表可以包含句子级的知识来源,但随着N的增加,重新评分的计算量变得非常大。在本文中,我们提出了一个优雅的混淆网络重新评分框架,称为“迭代解码”。在这种方法中,与n -最优列表方法相比,多个复杂知识来源的集成不仅更容易,而且可以更快地重新评分。语言模型重评分实验表明,在迭代解码和n -最佳列表重评分的性能(单词错误率(WER))相当的情况下,我们的方法所需的搜索工作量比n -最佳列表方法少22倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Iterative decoding: A novel re-scoring framework for confusion networks
Recently there has been a lot of interest in confusion network re-scoring using sophisticated and complex knowledge sources. Traditionally, re-scoring has been carried out by the N-best list method or by the lattices or confusion network dynamic programming method. Although the dynamic programming method is optimal, it allows for the incorporation of only Markov knowledge sources. N-best lists, on the other hand, can incorporate sentence level knowledge sources, but with increasing N, the re-scoring becomes computationally very intensive. In this paper, we present an elegant framework for confusion network re-scoring called ‘Iterative Decoding’. In it, integration of multiple and complex knowledge sources is not only easier but it also allows for much faster re-scoring as compared to the N-best list method. Experiments with Language Model re-scoring show that for comparable performance (in terms of word error rate (WER)) of Iterative Decoding and N-best list re-scoring, the search effort required by our method is 22 times less than that of the N-best list method.
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