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Mixtures of generalized hyperbolic distributions and mixtures of skew-t distributions for model-based clustering with incomplete-data

机译:具有不完整数据的模型基础集群的广义双曲分布和Skew-T分布混合物的混合

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摘要

Robust clustering from incomplete data is an important topic because, in many practical situations, real datasets are heavy-tailed, asymmetric, and/or have arbitrary patterns of missing observations. Flexible methods and algorithms for model-based clustering are presented via mixture of the generalized hyperbolic distributions and its limiting case, the mixture of multivariate skew-t distributions, An analytically feasible EM algorithm is formulated for parameter estimation and imputation of missing values for mixture models employing missing at random mechanisms. The proposed methodologies are investigated through a simulation study with varying proportions of synthetic missing values and illustrated using a real dataset. Comparisons are made with those obtained from the traditional mixture of generalized hyperbolic distribution counterparts by filling in the missing data using the mean imputation method. (C) 2018 Elsevier B.V. All rights reserved.
机译:来自不完整数据的强大聚类是一个重要的主题,因为在许多实际情况下,实际数据集是重尾,不对称和/或具有缺失的观察模式的任意模式。 用于基于模型的聚类的灵活方法和算法通过广泛的双曲分布和其限制情况的混合来呈现多元偏斜分布的混合,分析可行的EM算法配制了混合模型的缺失值的参数估计和归责 在随机机制中缺少缺失。 通过模拟研究研究了所提出的方法,其具有不同比例的合成缺失值,并使用真实数据集说明。 通过使用平均归纳方法填充缺失数据,使用从广义双曲分布对应物的传统混合物获得的比较。 (c)2018 Elsevier B.v.保留所有权利。

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