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Vine copulas and fuzzy inference to evaluate the solvency capital requirement of multivariate dependent risks

机译:藤蔓编队和模糊推断,评估多变量依赖风险的偿付能力资本要求

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摘要

A capital requirement should be established for insurance companies at a level that allows them to fulfil their engagements towards policyholders. As such, evaluating an accurate amount of reserve and capital within different lines of business is a fundamental procedure for any company. However, studying the dependence between lines of business and the uncertainty regarding this dependence has been neglected in prior actuarial research. In practice, the evaluation of a Solvency Capital Requirement may be inaccurate when the risks of different business lines are independent. Thus, the present article aims to provide an appropriate modelling approach for claim amounts by taking into account the multivariate dependence between risks. To alleviate this issue, it uses vine copula functions to capture dependence between multivariate distributions of risks for five lines of business. Moreover, the dependence structure may be uncertain which leads to determining different levels of capital. Therefore, we propose a fuzzy inference system to handle the uncertainty of dependence structure. The obtained results reveal that considering the multivariate dependence structure produces a higher amount of Solvency Capital Requirement than the independence case. Moreover, the Solvency Capital Requirement level is decided according to the degree of dependence between risks.
机译:应在保险公司处于一个水平的保险公司建立资本要求,使他们能够履行对保单持有人的活动。因此,在不同业务范围内评估准确的储备和资本是任何公司的基本程序。然而,在现有精算研究中,研究业务范围与对这种依赖性的不确定性之间的依赖性。在实践中,当不同业务线的风险独立时,对偿付能力资本要求的评估可能是不准确的。因此,本文旨在通过考虑风险之间的多变量依赖性来提供适当的申请金额的建模方法。为了缓解这个问题,它使用藤蔓编程的功能来捕获多变量对五行业务范围的多变量分布之间的依赖。此外,依赖结构可能不确定,这导致确定不同水平的资本。因此,我们提出了一种模糊推理系统来处理依赖结构的不确定性。所获得的结果表明,考虑多变量依赖结构产生比独立案例更高的偿付能力资本要求。此外,偿付能力资本要求水平根据风险之间的依赖程度决定。

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