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首页> 外文期刊>Mathematical Theory and Modeling >GAMMA-NORMAL VERSION OF THE LEE-CARTER MODEL FOR FORECASTING MORTALITY
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GAMMA-NORMAL VERSION OF THE LEE-CARTER MODEL FOR FORECASTING MORTALITY

机译:Lee-Carter模型预测死亡率的GAMMA范本

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摘要

The Lee-Carter model was primarily designed for the mortality pattern of the United States and has been used by many developed Countries as a gold standard to model their mortality pattern. Despite its merits, it is observed from literature that the Lee and Carter (1992) and some of its variants have problems capturing a good fit when mortality rate has an increasing trend for some ages while decreasing for others or a fluctuating increase and decrease especially with respect to mortality data from developing Countries. In this study, based on the contributions of Zografos and Balakrishnan (2009) and Lima et al. (2015), we propose a Gamma-normal version of the Lee-Carter model which addresses the distribution of the error term inherent in the Lee-Carter approach. It is hoped that this new model will give a better fit and account for peculiarities at different ages without any loss of generality.
机译:Lee-Carter模型主要是针对美国的死亡率模式而设计的,并已被许多发达国家用作模拟其死亡率模式的黄金标准。尽管有其优点,但从文献中观察到,Lee and Carter(1992)及其某些变体在某些年龄段的死亡率呈上升趋势而另一些年龄段呈下降趋势或波动幅度增大或减小时,尤其在尊重发展中国家的死亡率数据。在这项研究中,基于Zografos和Balakrishnan(2009)和Lima等的贡献。 (2015年),我们提出了Lee-Carter模型的Gamma正规版本,该模型解决了Lee-Carter方法固有的误差项的分布。希望这种新模型能够更好地拟合并解决不同年龄段的特殊性,而又不会失去一般性。

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