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EM for mixtures Initialization requires special care

机译:混合物的EM初始化需要特别注意

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Maximum likelihood through the EM algorithm is widely used to estimate the parameters in hidden structure models such as Gaussian mixture models. But the EM algorithm has well-documented drawbacks: its solution could be highly dependent from its initial position and it may fail as a result of degeneracies. We stress the practical dangers of theses limitations and how carefully they should be dealt with. Our main conclusion is that no method enables to address them satisfactory in all situations. But improvements are introduced, first, using a penalized log-likelihood of Gaussian mixture models in a Bayesian regularization perspective and, second, choosing the best among several relevant initialisation strategies. In this perspective, we also propose new recursive initialization strategies which prove helpful. They are compared with standard initialization procedures through numerical experiments and their effects on model selection criteria are analyzed.
机译:通过EM算法获得的最大似然被广泛用于估计隐藏结构模型(例如高斯混合模型)中的参数。但是EM算法具有充分证明的缺点:其解决方案可能在很大程度上取决于其初始位置,并且可能由于简并性而失败。我们强调这些限制的实际危险以及应如何认真对待它们。我们的主要结论是,没有一种方法能够使它们在所有情况下都令人满意。但是首先引入改进,首先在贝叶斯正则化角度使用高斯混合模型的惩罚对数似然,然后在几种相关的初始化策略中选择最佳方法。从这个角度来看,我们还提出了新的递归初始化策略,这些策略被证明是有用的。通过数值实验将它们与标准初始化程序进行比较,并分析它们对模型选择标准的影响。

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