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Adaptive parameter estimation of GMM and its application in clustering

机译:GMM的自适应参数估计及其在聚类中的应用

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Parameter estimation of Gaussian mixture model (GMM) has begun to gain attention in the field of science and engineering, and it has gradually become one of the most popular research topics. In particular, the rapid development of theoretical progress on globally optimal convergence promotes the widespread application of Gaussian mixtures in data clustering. So this paper introduces a novel parameter estimation algorithm called TDAVBEM, which combines the Tsallis entropy and a deterministic annealing (DA) algorithm on the basis of the variational bayesian expected maximum (VBEM) to simultaneously implement the parameter estimation and select the optimal components of GMM. We experimentally certified the effectiveness and robustness of our proposed algorithm passes through comparing it with several parameter evaluation methods and its application in data clustering.
机译:高斯混合模型(GMM)的参数估计已开始在科学和工程领域引起关注,并逐渐成为最受欢迎的研究主题之一。特别地,关于全局最优收敛的理论进展的迅速发展促进了高斯混合在数据聚类中的广泛应用。因此,本文介绍了一种新颖的参数估计算法TDAVBEM,该算法将Tsallis熵和确定性退火(DA)算法结合在变分贝叶斯期望最大值(VBEM)的基础上,同时实现参数估计并选择GMM的最优成分。通过与几种参数评估方法进行比较并将其在数据聚类中的应用,我们通过实验证明了所提出算法的有效性和鲁棒性。

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