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GLM-based statistical control r-charts for dispersed count data with multicollinearity between input variables

机译:基于GLM的统计控制r-图,用于分散的计数数据,输入变量之间具有多重共线性

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The Poisson distribution is commonly used to describe count data for a control chart. However, it may not be appropriate for overdispersion or underdispersion. Thus, it is necessary to generalize the control chart to work well in such situations. This paper proposes a strategy for monitoring dispersed count data with multicollinearity between input variables by combining generalized linear model and principal component analysis. In the strategy, the generalized linear model using flexible distributions is performed on principal component scores from principal component analysis. The deviance residuals from the fitted model are then used to monitor the process. Simulation is conducted for performance under various situations. Also, a real dataset that is not suitable for a classical control chart is used in our example. The results from the simulated data and real data example support our proposed method.
机译:泊松分布通常用于描述控制图的计数数据。但是,它可能不适用于过度分散或分散不足。因此,有必要对控制图进行概括以使其在这种情况下正常工作。提出了一种将广义线性模型与主成分分析相结合的输入变量之间具有多重共线性的分散计数数据监测策略。在该策略中,对来自主成分分析的主成分评分执行了使用弹性分布的广义线性模型。然后使用拟合模型中的偏差残差来监视过程。针对各种情况下的性能进行仿真。同样,在我们的示例中使用了不适合经典控制图的真实数据集。仿真数据和实际数据示例的结果均支持我们提出的方法。

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