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Inside the Solvency 2 Black Box: Net Asset Values and Solvency Capital Requirements with a least-squares Monte-Carlo approach

机译:偿付能力2黑匣子内部:最小平方蒙特卡洛方法的净资产值和偿付能力资本要求

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The calculation of Net Asset Values and Solvency Capital Requirements in a Solvency 2 context - and the derivation of sensitivity analyses with respect to the main financial and actuarial risk drivers - is a complex procedure at the level of a real company, where it is illusory to be able to rely on closed-form formulas. The most general approach to performing these computations is that of nested simulations. However, this method is also hardly realistic because of its huge computation resources demand. The least-squares Monte Carlo method has recently been suggested as a way to overcome these difficulties. The present paper confirms that using this method is indeed relevant for Solvency 2 computations at the level of a company. (C) 2016 Elsevier B.V. All rights reserved.
机译:在偿付能力等级2的情况下,净资产价值和偿付能力资本要求的计算以及对主要财务和精算风险驱动因素的敏感性分析的推导,对于真实公司而言是一个复杂的过程,在这种情况下,它是虚幻的。能够依靠封闭形式的公式。执行这些计算的最通用方法是嵌套模拟。然而,由于其巨大的计算资源需求,该方法也不太现实。最近已经提出了最小二乘蒙特卡洛方法作为克服这些困难的一种方法。本文确认使用此方法确实与公司一级的偿付能力2计算有关。 (C)2016 Elsevier B.V.保留所有权利。

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