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首页> 外文期刊>International Journal of Applied Mathematics & Statistics >Statistical Modeling for Mortality Data Using Local Generalized Poisson Regression Model
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Statistical Modeling for Mortality Data Using Local Generalized Poisson Regression Model

机译:使用局部广义泊松回归模型的死亡率数据统计建模

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摘要

Mortality data by age are known have a non linier pattern likes a bath-tub shape. There are some parametric regression models developed to reveals the relationship between age and mortality rates. However using such models needs more efforts including a lots of parameter needed in the models and also numerical instabilities. To overcome this difficulties, recently, researchers give much attention to nonparametric regression models. Instead of assuming some restricted regression function, this approach allows for more flexible and robust of smooth function. There are several nonparametric model have been studied intensively, including Kernel and Smoothing Spline Regression. In this paper we developed a new approach by using local polynomial modeling. This model is a likelihood based model assuming Generalized Poisson distribution for the number of deaths at specific age. Using Generalized Poisson distribution instead of Poisson distribution makes this model robust for over or under dispersion problems. We apply this model to Indonesians mortality data based on the result from Population Census 2010, and found that this model performs well.
机译:已知按年龄划分的死亡率数据具有像浴缸形状的非线性模式。已开发出一些参数回归模型来揭示年龄与死亡率之间的关系。然而,使用这样的模型需要更多的努力,包括模型中需要的大量参数以及数值不稳定性。为了克服这一困难,最近,研究人员非常重视非参数回归模型。代替假定某些受限的回归函数,该方法允许平滑函数更灵活和健壮。已经深入研究了几种非参数模型,包括内核和平滑样条回归。在本文中,我们通过使用局部多项式建模开发了一种新方法。该模型是一个基于似然性的模型,假设特定年龄的死亡人数具有广义泊松分布。使用广义泊松分布代替泊松分布可使该模型对于色散问题的过度或不足具有鲁棒性。我们根据2010年人口普查的结果将此模型应用于印度尼西亚的死亡率数据,发现该模型效果良好。

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