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EVALUATING QUANTILE RESERVE FOR EQUITY-LINKED INSURANCE IN A STOCHASTIC VOLATILITY MODEL: LONG VS. SHORT MEMORY

机译:在随机波动率模型中对与股票挂钩的保险进行量化准备金:长VS。短存储器

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摘要

This paper evaluates the long-term risk for equity-linked insurance products. We consider a specific type of equity-linked insurance product with guaranteed minimum maturity benefits (GMMBs), and assume that the underlying equity follows the stochastic volatility model which allows the return's latent volatility component to be short- or long-memory. The explicit form of the quantile reserve or the Value at Risk and its confidence intervals are derived for both the long-memory and short-memory stochastic volatility models. To illustrate the effect of long-memory volatility, we use the S&P 500 index as an example of linked equity. Simulation studies are performed to examine the accuracy of the quantile reserve and to demonstrate the consequence of low coverage probability if model misspecification takes place. The empirical results show that the confidence interval of quantile reserve could be severely underestimated if the long-memory effect in equity volatility is ignored.
机译:本文评估了股票挂钩保险产品的长期风险。我们考虑具有保证的最低到期收益(GMMB)的特定类型的股票挂钩保险产品,并假设标的股票遵循随机波动率模型,该模型允许收益率的潜在波动率成分为短期或长期记忆。对于长记忆和短记忆随机波动率模型,均得出分位数储备或风险值及其置信区间的显式形式。为了说明长期记忆波动的影响,我们使用标准普尔500指数作为关联股票的示例。进行仿真研究以检查分位数储备的准确性,并证明如果发生模型错误指定,覆盖率较低的后果。实证结果表明,如果忽略股票波动中的长记忆效应,可能会严重低估分位数储备的置信区间。

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