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Unsupervised segmentation of hidden semi-Markov non-stationary chains

机译:隐藏的半马尔可夫非平稳链的无监督分割

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摘要

The Bayesian segmentation using Hidden Markov Chains (HMC) is widely used in various domains such as speech recognition, acoustics, biosciences, climatology, text recognition, automatic translation and image processing. On the one hand, hidden semi-Markov chains (HSMC), which extend HMC, have turned out to be of interest in many situations and have improved HMC-based results. On the other hand, the case of non-stationary data can pose an important problem in real-life situations, especially when the model parameters have to be estimated. The aim of this paper is to consider these two extensions simultaneously: we propose using a particular triplet Markov chain (TMC) to deal with non-stationary hidden semi-Markov chains. In addition, we consider a recent particular HSMC having the same computation complexity as the classical HMC. We propose a related parameter estimation method and the resulting unsupervised Bayesian segmentation is validated through experiments; in particular, a real radar image segmentations are provided.
机译:使用隐马尔可夫链(HMC)的贝叶斯分割被广泛用于语音识别,声学,生物科学,气候学,文本识别,自动翻译和图像处理等各个领域。一方面,扩展HMC的隐藏半马尔可夫链(HSMC)在许多情况下已引起人们的兴趣,并且改进了基于HMC的结果。另一方面,非平稳数据的情况可能会在现实生活中带来重要问题,尤其是在必须估计模型参数时。本文的目的是同时考虑这两个扩展:我们建议使用特定的三重态马尔可夫链(TMC)处理非平稳的隐藏半马尔可夫链。另外,我们认为最近的特定HSMC具有与经典HMC相同的计算复杂度。我们提出了一种相关的参数估计方法,并通过实验验证了所得的无监督贝叶斯分割;特别地,提供了真实的雷达图像分割。

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