Fast algorithm for isolated words recognition based on Hidden Markov model stationary distribution

Pavel Paramonov
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引用次数: 4

Abstract

Over the last few decades Hidden Markov models (HMM) became core technology in automatic speech recognition (ASR). Contemporary HMM approach is based on usage of Gaussian mixture models (GMM) as acoustic models that are capable of statistical inference of speech variability. Deep neural networks (DNN) applied to ASR as acoustic models outperformed GMM in large vocabulary speech recognition. However, conventional approaches to ASR are very computationally expensive, what makes it impossible to apply them in voice control systems on low power devices. This paper focuses on the approach to isolated words recognition with reduced computational costs, what makes it feasible for in-place recognition on low computational resources devices. All components of the isolated words recognizer are described. Quantized Mel-frequency cepstral coefficients are used as speech features. The fast algorithm of isolated words recognition is described. It is based on a stationary distribution of Hidden Markov model and has linear computational complexity. Another important feature of the proposed approach is that it requires significantly less memory to store model parameters comparing to HMM-GMM and DNN models. Algorithm performance is evaluated on TIMIT isolated words dataset. The proposed method performance is compared with the results, that showed conventional forward algorithm, HMM-GMM approach and Self-Adjustable Neural Network. Only HMM-GMM outperformed proposed stationary distribution approach.
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基于隐马尔可夫模型平稳分布的孤立词识别快速算法
在过去的几十年里,隐马尔可夫模型(HMM)成为自动语音识别(ASR)的核心技术。现代HMM方法是基于使用高斯混合模型(GMM)作为声学模型,能够对语音变异性进行统计推断。深度神经网络(DNN)作为声学模型应用于ASR,在大词汇量语音识别中优于GMM。然而,传统的ASR方法在计算上非常昂贵,这使得它们不可能应用于低功耗设备上的语音控制系统。本文研究了一种降低计算成本的孤立词识别方法,使其在低计算资源设备上的就地识别成为可能。描述了孤立词识别器的所有组成部分。使用量化的mel频率倒谱系数作为语音特征。描述了孤立词识别的快速算法。它基于隐马尔可夫模型的平稳分布,具有线性计算复杂度。该方法的另一个重要特征是,与HMM-GMM和DNN模型相比,它需要更少的内存来存储模型参数。在TIMIT孤立词数据集上对算法性能进行了评价。将该方法的性能与传统正演算法、HMM-GMM方法和自调节神经网络的结果进行了比较。只有HMM-GMM优于所提出的平稳分布方法。
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