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An application of hidden Markov model on determination of root cause frequency and locations

机译:隐马尔可夫模型在确定根本原因发生频率和位置中的应用

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摘要

Manufacturers are often interested in deciding frequency of an abnormal status causing a nonconformity of a certain quality attribute. In this article, analytical solutions for determining the frequency of an anomalous quality characteristic guided by an underlying root cause are illustrated. Using the independent mixture model and the hidden Markov model, we were able to measure the probable occurrence of past discrepancies. In fact, both of our proposed models draws a similar conclusion in terms of the proportion of incidence. However, the hidden Markov model provides additional information about the transition probabilities and the time positions of abnormal data points, which would be favorable for the manufacturer to take the decision about the required investment to eliminate the source of the root cause.
机译:制造商通常对确定导致某种质量属性不符合的异常状态的频率感兴趣。在本文中,说明了用于确定由根本原因引起的异常质量特征频率的分析解决方案。使用独立的混合模型和隐藏的马尔可夫模型,我们能够测量过去差异的可能发生。实际上,我们两个建议的模型在发生率方面都得出了相似的结论。但是,隐式马尔可夫模型提供了有关过渡概率和异常数据点的时间位置的其他信息,这将有利于制造商做出有关所需投资的决定,以消除根本原因。

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