Title :
Blind estimation of a feature-domain reverberation model in non-diffuse environments with variance adjustment
Author :
Wen, Jimi Y. C. ; Sehr, Armin ; Naylor, Patrick A. ; Kellermann, Walter
Author_Institution :
Dept. of EEE, Imperial Coll. London, London, UK
Abstract :
Blind estimation of a two-slope feature-domain reverberation model is proposed. The reverberation model is suitable for robust distant-talking automatic speech recognition approaches which use a convolution in the feature domain to characterize the reverberant feature vector sequence, e.g. [1, 2, 3]. Since the model describes the reverberation by a matrix-valued IID Gaussian random process, its statistical properties are completely captured by its mean and variance matrices. The suggested solution for the estimation of the model includes two novel features based on the study of simulated rooms: 1) a solution for blindly determining a two-slope decay model from a single-slope estimate; 2) a variance mask to improve the estimation of the variance matrix. Using the proposed solution, the reverberation model can be estimated during recognition without the need of pre-training or using calibration utterances with known transcription. Connected digit recognition experiments using [3] show that the reverberation models estimated by the proposed approach significantly outperform HMM-based recognizers trained on reverberant data in most environments.
Keywords :
Gaussian processes; blind source separation; convolution; hidden Markov models; matrix algebra; reverberation; HMM; blind estimation; convolution; distant-talking automatic speech recognition; feature-domain reverberation model; matrix-valued IID Gaussian random process; reverberant feature vector sequence; single-slope estimate; statistical properties; two-slope decay model; variance mask; variance matrix estimation; Accuracy; Estimation; Hidden Markov models; Reverberation; Speech; Speech recognition;
Conference_Titel :
Signal Processing Conference, 2009 17th European
Conference_Location :
Glasgow
Print_ISBN :
978-161-7388-76-7