Option pricing with a dynamic fat-tailed model

Sofiane Aboura, Sébastien Valeyre, N. Wagner
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引用次数: 4

Abstract

In the aftermath of the 2008 financial crisis, the need to consider more realistic risk models for derivative products has received renewed attention. We introduce a dynamic model for the pricing of European-style options with various attractive features such as a mixture of heavy-tails and Gaussian distribution along with a leverage effect property. We test the model on FTSE 100 stock index options during the period of January 2008 to June 2009. Our empirical results show that the model adequately fits the volatility smile dynamics particularly during stress periods. Furthermore, we find that the leverage effect form is driven by the sticky-strike rule.
动态肥尾模型的期权定价
在2008年金融危机之后,考虑更现实的衍生产品风险模型的必要性再次受到关注。我们引入了一个欧式期权定价的动态模型,该模型具有多种吸引人的特征,如混合重尾和高斯分布以及杠杆效应特性。我们在2008年1月至2009年6月期间对富时100指数期权进行了模型测试。我们的实证结果表明,该模型充分拟合波动微笑动态,特别是在压力时期。此外,我们发现杠杆效应形式是由粘击规律驱动的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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