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Prediction of Mortality Rates in the Presence of Missing Values

机译:在缺失值存在下的死亡率预测

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A time series model based on multivariate power-normal distribution has been applied in the past literature on the United States (US) mortality data from the years 1933 to 2000 to forecast the future age-specific mortality rates of the years 2001 to 2010. In this paper, we show that the method based on multivariate power-normal distribution can still be used for an incomplete US mortality dataset that contains some missing values. The prediction intervals based on this incomplete training data are found to still have good ability of covering the observed future mortality rates although the interval lengths may become wider for long-range prediction.
机译:基于多变量电力正态分布的时间序列模型已在美国(美国)死亡率数据的过去文献中应用于1933年至2000年的死亡率数据,预测2001年至2010年的未来年龄特异性死亡率。在本文展示了基于多变量电源正常分布的方法仍可用于包含一些缺失值的不完整的美国死亡率数据集。除了间隔长度可能变得更广泛的远程预测,发现基于该不完整训练数据的预测间隔仍然具有覆盖观察到的未来死亡率的良好能力。

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