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Revisiting Calibration of the Solvency II Standard Formula for Mortality Risk: Does the Standard Stress Scenario Provide an Adequate Approximation of Value-at-Risk?

机译:重新审视偿付能力标准差公式II的死亡率风险校准:标准应力情景是否能提供足够的风险价值近似值?

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The primary objective of this work is to analyze model based Value-at-Risk associated with mortality risk arising from issued term life assurance contracts and to compare the results with the capital requirements for mortality risk as determined using Solvency II Standard Formula. In particular, two approaches to calculate Value-at-Risk are analyzed: one-year VaR and run-off VaR . The calculations of Value-at-Risk are performed using stochastic mortality rates which are calibrated using the Lee-Carter model fitted using mortality data of selected European countries. Results indicate that, depending on the approach taken to calculate Value-at-Risk, the key factors driving its relative size are: sensitivity of technical provisions to the latest mortality experience, volatility of mortality rates in a country, policy term and benefit formula. Overall, we found that Solvency II Standard Formula on average delivers an adequate capital requirement, however, we also highlight particular situations where it could understate or overstate portfolio specific model based Value-at-Risk for mortality risk.
机译:这项工作的主要目的是分析与已发布的定期人寿保险合同产生的死亡风险相关的基于模型的风险价值,并将结果与​​使用Solvency II标准公式确定的死亡风险的资本要求进行比较。特别是,分析了两种计算风险价值的方法:一年的风险价值和径流风险价值。风险价值的计算是使用随机死亡率进行的,该死亡率是使用选择的欧洲国家的死亡率数据拟合的Lee-Carter模型进行校准的。结果表明,取决于计算风险价值的方法,决定其相对规模的关键因素是:技术规定对最新死亡率经验的敏感性,一国死亡率的波动性,政策期限和福利公式。总体而言,我们发现“偿付能力标准II”平均可以满足资本要求,但是,在某些特殊情况下,它可能会低估或高估基于特定组合的特定模型的死亡风险价值。

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