Browsing by Author "Ku, Yuan-Chu"
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Item type:Item, Bayesian Recurrent Neural Network for Language Modeling(2016-02) ;Chien, Jen-Tzung ;Ku, Yuan-Chu ;電機學院College of Electrical and Computer EngineeringA language model (LM) is calculated as the probability of a word sequence that provides the solution to word prediction for a variety of information systems. A recurrent neural network (RNN) is powerful to learn the large-span dynamics of a word sequence in the continuous space. However, the training of the RNN-LM is an ill-posed problem because of too many parameters from a large dictionary size and a high-dimensional hidden layer. This paper presents a Bayesian approach to regularize the RNN-LM and apply it for continuous speech recognition. We aim to penalize the too complicated RNN-LM by compensating for the uncertainty of the estimated model parameters, which is represented by a Gaussian prior. The objective function in a Bayesian classification network is formed as the regularized cross-entropy error function. The regularized model is constructed not only by calculating the regularized parameters according to the maximum a posteriori criterion but also by estimating the Gaussian hyperparameter by maximizing the marginal likelihood. A rapid approximation to a Hessian matrix is developed to implement the Bayesian RNN-LM (BRNN-LM) by selecting a small set of salient outer-products. The proposed BRNN-LM achieves a sparser model than the RNN-LM. Experiments on different corpora show the robustness of system performance by applying the rapid BRNN-LM under different conditions.Item type:Item, BAYESIAN RECURRENT NEURAL NETWORK LANGUAGE MODEL(2014) ;Chien, Jen-Tzung ;Ku, Yuan-Chu ;電機學院College of Electrical and Computer EngineeringThis paper presents a Bayesian approach to construct the recurrent neural network language model (RNN-LM) for speech recognition. Our idea is to regularize the RNN-LM by compensating the uncertainty of the estimated model parameters which is represented by a Gaussian prior. The objective function in Bayesian RNN (BRNN) is formed as the regularized cross entropy error function. The regularized model is not only constructed by training the regularized parameters according to the maximum a posteriori criterion but also estimating the Gaussian hyperparameter by maximizing the marginal likelihood. A rapid approximation to Hessian matrix is developed by selecting a small set of salient outer-products and illustrated to be effective for BRNN-LM. BRNN-LM achieves sparser model than RNN-LM. Experiments on different corpora show promising improvement by applying BRNN-LM using different amount of training data.Item type:Item, Rapid Bayesian Learning for Recurrent Neural Network Language Model(2014-01-01) ;Chien, Jen-Tzung ;Ku, Yuan-Chu ;Huang, Mou-Yue ;電機資訊學士班Undergraduate Honors Program of Electrical Engineering and Computer ScienceThis paper presents Bayesian learning for recurrent neural network language model (RNN-LM). Our goal is to regularize the RNN-LM by compensating for the randomness of the estimated model parameters which is characterized by a Gaussian prior. This model is not only constructed by training the synaptic weight parameters according to the maximum a posteriori criterion but also regularized by estimating the Gaussian hyperparameter through the type 2 maximum likelihood. However, a critical issue in Bayesian RNN-LM is the heavy computation of Hessian matrix which is formed as the sum of a large amount of outer-products of high-dimensional gradient vectors. We present a rapid approximation to reduce the redundancy due to the curse of dimensionality and speed up the calculation by summing up only the salient outer-products. Experiments on 1B-Word Benchmark, Penn Treebank and World Street Journal corpora show that rapid Bayesian RNN-LM consistently improves the perplexity and word error rate in comparison with standard RNN-LM.