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Robust mixture modelling using multivariate t-distribution with missing information

机译:使用缺少信息的多元t分布进行稳健的混合建模

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Modelling mixtures of multivariate t-distributions are usually used instead of Gaussian mixture models as a robust approach, when one fits a set of continuous multivariate data which have wider tail than Gaussian's or atypical observations. Further, the multivariate data set often involves missing values, which cannot be circumvented and then the missing values must be handled properly. In this paper, we present a framework for fitting mixtures of multivariate t-distributions when data are missing at random on the basis of maximum likelihood estimation. We resort to EM algorithm both for the estimation of mixture components and for coping with missing values. The iterative algorithm obtained can be applied to an extensive range of unsupervised clustering as well as supervised discrimination.
机译:当一个拟合一组连续多元数据的尾部比高斯或非典型观测值宽的模型时,通常使用多元t分布的混合模型代替高斯混合模型作为一种可靠的方法。此外,多元数据集通常涉及缺失值,无法避免这些缺失值,然后必须正确处理这些缺失值。在本文中,我们提出了一个框架,用于在最大似然估计的基础上随机丢失数据时拟合多元t分布的混合。我们使用EM算法来估计混合物成分和应对缺失值。所获得的迭代算法可以应用于广泛范围的无监督聚类以及有监督的区分。

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