Speech encoding in a model of peripheral auditory processing: Quantitative assessment by means of automatic speech recognition
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- 作者：Marcus Holmberg ; David Gelbart ; Werner Hemmert
- 关键词：Auditory model ; Speech encoding ; Rate-place coding ; Automatic speech recognition ; Auditory nerve
- 刊名：Speech Communication
- 出版年：2007
- 出版时间：December 2007
- 年：2007
- 卷：49
- 期：12
- 页码：917-932
- 全文大小：545 K
文摘
Our notion of how speech is processed is still very much dominated by von Helmholtz’s theory of hearing. He deduced that the human inner ear decomposes the spectrum of sound signals. However, physiological recordings of auditory nerve fibers (ANF) showed that the rate-place code, which is thought to transmit spectral information to the brain, is at least complemented by a temporal code. In our paper we challenge the rate-place code using a complex but realistic scenario: speech in noise. We used a detailed model of human auditory processing that closely replicates key aspects of auditory nerve spike trains. We performed quantitative evaluations of coding strategies using standard automatic speech recognition (ASR) tools. Our test data was spoken letters of the whole English alphabet from a variety of speakers, with and without background noise. We evaluated a purely rate-place-based encoding strategy, a temporal strategy based on interspike intervals, and a combination thereof. The results suggest that as few as 4 % of the total number of ANFs would be sufficient to code speech information in a rate-place fashion. Rate-place coding performed its best for speech in clean conditions at normal sound level, but broke down at higher-than-normal levels, and failed dramatically in noise at high levels. Low-spontaneous rate fibers improved the rate-place code, mainly for vowels and at higher-than-normal levels. At high speech levels, and in particular in the presence of background noise, combining rate-place coding with the temporal coding strategy greatly improved recognition accuracy. We therefore conclude that the human auditory system does not rely on a rate-place code alone but requires the abundance of fibers for precise temporal coding.