GRADIENT BOOSTING LEARNING OF HIDDEN MARKOV MODELS

In this paper, we present a new training algorithm, gradient boosting learning, for Gaussian mixture density (GMD) based acoustic models. This algorithm is based on a function approximation scheme from the perspective of optimization in function space rather than parameter space, i.e., stage-wise additive expansions of GMDs are used to search for optimal models instead of gradient descent optimization of model parameters. In the proposed approach, GMD starts from a single Gaussian and is built up by sequentially adding new components. Each new component is globally selected to produce optimal gain in the objective function. MLE and MMI are unified under the H-criterion, which is optimized by the extended BW (EBW) algorithm. A partial extended EM algorithm is developed for stage-wise optimization of new components. Experimental results on WSJ task demonstrate that the new algorithm leads to improved model quality and recognition performance. 1