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Kernel Eigenspace-Based MLLR Adaptation

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Abstract

In this paper, we propose an application of methods for fast speaker based on kernelizing the eigenspace-based maximum-likelihood linear regression method. We call our new method kernel eigenspace-based maximum-likelihood linear regression adaptation (KEMLLR). In KEMLLR, speaker-dependent (SD) models are estimated from a common speaker-independent (SI) model using MLLR adaptation, and the MLLR transformation matrices are mapped to a kernel-induced high-dimensional feature space, wherein principal component analysis is used to derive a set of eigenmatrices. In addition, a composite is used to preserve row information in the transformation matrices. A new speaker's MLLR transformation matrix is then represented as a linear combination of the leading eigenmatrices, which, though exists only in the feature space, still allows the speaker's mean vectors to be found explicitly. As a result, at the end of KEMLLR adaptation, a regular hidden Markov model (HMM) is obtained for the new speaker and subsequent speech recognition is as fast as normal HMM decoding. KEMLLR was tested and compared with other methods on the Resource Management and Wall Street Journal tasks using 5 or 10 s of speech. In both cases, KEMLLR gives the greatest improvement over the SI model with 11%-20% word error rate reduction

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