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Calculating insurance claim reserves with fuzzy regression

机译:用模糊回归计算保险索赔准备金

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Claim provisions are crucial for the financial stability of insurance companies. This is why actuarial literature has proposed numerous claim reserving methods, which are usually based on statistical concepts. However, the mutant and uncertain behaviour of insurance environments does not make advisable to use a wide data-base when calculating claim reserves. On the one hand, this involves a considerable loss in reliability of statistical methods but, on the other, it makes the use of Fuzzy Set Theory very attractive. In this paper, then, we propose a claim reserving method that combines the extension by Ishibuchi and Nii of Tanaka's classical fuzzy regression method with Sherman's claim reserving scheme.
机译:索赔准备金对于保险公司的财务稳定性至关重要。这就是精算文献提出了许多通常基于统计概念的索赔保留方法的原因。但是,在计算索赔准备金时,保险环境的突变和不确定行为并不建议使用广泛的数据库。一方面,这会导致统计方法可靠性的巨大损失,但另一方面,这使得使用模糊集理论非常有吸引力。然后,在本文中,我们提出了一种索赔保留方法,该方法将Ishibuchi和Nii对田中经典模糊回归方法的扩展与Sherman的索赔保留方案相结合。

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