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Optimal reinsurance under variance related premium principles

机译:与差异有关的保费原则下的最优再保险

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摘要

In this paper, we investigate the optimal form of reinsurance when the insurer seeks to minimize the value at risk(VaR) or the conditional value at risk(CVaR) of his/her total risk exposure. In order to exclude the moral hazard from a reinsurance treaty, both the ceded and retained loss functions are constrained to be increasing. Under the additional assumption that the reinsurance premium is calculated by a variance related principle, we show that the layer reinsurance is always optimal over both the VaR and CVaR criteria. Finally, the variance and standard deviation premium principles are applied to illustrate how to derive the optimal deductible and the upper limit of layer reinsurance.
机译:在本文中,我们研究了当保险公司寻求最小化其总风险承担的风险价值(VaR)或条件风险价值(CVaR)时的再保险的最佳形式。为了从再保险条约中排除道德风险,分割和保留损失功能都必须增加。在另外的假设下,再保险费是根据方差相关原理计算的,我们表明层级再保险在VaR和CVaR准则上始终是最佳的。最后,运用方差和标准差溢价原理说明了如何推导最优自付额和层级再保险的上限。

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