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Maximum likelihood estimation of elliptical basis function parameters with application to speaker verification

机译:椭圆基函数参数的最大似然估计及其在说话人验证中的应用

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The use of the K-means algorithm and the K-nearest neighbor heuristic in estimating the radial basis function (RBF) parameters may produce sub-optimal performance when the input vectors contain correlated components. This paper proposes to overcome this problem by incorporating full covariance matrices into the RBF structure and to use the expectation-maximization (EM) algorithms to estimate the network parameters. The resulting networks, referred to as elliptical basis function (EBF) networks, are applied to text-independent speaker verification. To examine the robustness of the networks in a noisy environment, both clean speech and telepone speech have been used. Experimental results show that smaller size EBF networks with basis function parameters determined by the EM algorithm outperform the large RBF networks trained in the conventional approach. The best error rates achieved by the EBF networks is 3.70
机译:当输入向量包含相关分量时,在估计径向基函数(RBF)参数时使用K均值算法和K最近邻启发式算法可能会产生次优的性能。本文提出了通过将完整的协方差矩阵合并到RBF结构中并使用期望最大化(EM)算法来估计网络参数来克服此问题的方法。所得的网络,称为椭圆基函数(EBF)网络,被应用于独立于文本的说话者验证。为了检查网络在嘈杂环境中的鲁棒性,已经使用了干净语音和电话语音。实验结果表明,具有由EM算法确定的基本函数参数的较小尺寸的EBF网络优于常规方法中训练的大型RBF网络。 EBF网络实现的最佳错误率是3.70

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