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Validity Analysis of Fractional Age Assumptions under Rational Interpolating Method

机译:理性插值方法下的分数年龄假设的有效性分析

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Validity analysis plays important role in the study of fractional age assumptions (FAAs), which assures assumption methods be effective. This paper investigate the validity conditions of FAA under RIM introduced in Li et al. (2013). A new sufficient validity condition is obtained, which also revised one mistake in Theorem 1 of Li et al. (2013). And the necessary and sufficient condition is found, which gives the accurate range of the parameter, even a little complex in analytical form. Simulation shows a clear comparison between these two conditions. These results perfect FAA under RIM in theoretical viewpoint, and are helpful to choose appropriate parameter in actuarial practice of life insurance.
机译:有效性分析在分数年龄假设(FAAS)的研究中起着重要作用,这确保了假设方法有效。本文研究了李等人介绍的FAA的有效条件。 (2013)。获得了新的充分有效性条件,其中还修改了Li等人的定理1中的一个错误。 (2013)。找到必要和充分的条件,其给出了参数的准确范围,即使在分析形式中也有点复杂。仿真显示这两个条件之间的明确比较。这些结果在理论观点中的RIM下完美的FAA,并且有助于选择人寿保险精算实践中的适当参数。

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