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Deleted interpolation and density sharing for continuous hidden Markov models

机译:删除连续隐马尔可夫模型的插值和密度共享

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As one of the most powerful smoothing techniques, deleted interpolation has been widely used in both discrete and semi-continuous hidden Markov model (HMM) based speech recognition systems. For continuous HMMs, most smoothing techniques are carried out on the parameters themselves such as Gaussian mean or covariance parameters. HMMs this paper, we propose to smooth the probability density values instead of the parameters of continuous HMMs. This allows us to use most of the existing smoothing techniques for both discrete and continuous HMMs. We also point out that our deleted interpolation can be regarded as a parameter sharing technique. We further generalize this sharing to the probability density function (PDF) level, in which each PDF becomes a basic unit and can be freely shared across any Markov state. For a wide range of dictation experiments, deleted interpolation reduced the word error rate-by 11% to 23% over other simple parameter smoothing techniques like flooring. Generic PDF sharing further reduced the error rate by 3%.
机译:作为最强大的平滑技术之一,已删除的插值已广泛用于基于离散和半连续隐马尔可夫模型(HMM)的语音识别系统。对于连续的HMMS,大多数平滑技术在诸如高斯均值或协方差参数之类的参数本身上进行。 HMMS本文,我们建议平滑概率密度值而不是连续HMMS的参数。这使我们能够使用大多数现有的平滑技术来实现离散和连续的HMM。我们还指出,我们的已删除插值可以被视为参数共享技术。我们进一步概括了这种共享到概率密度函数(PDF)级别,其中每个PDF成为基本单元,并且可以在任何马尔可夫状态下自由地共享。对于广泛的检测实验,删除的插值将单词误差率降低11%至23%,与地板这样的其他简单参数平滑技术。通用PDF共享进一步将错误率降低3%。

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