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An Empirical Study on Asymmetric Jump Diffusion for Option and Annuity Pricing

机译:非对称跳跃扩散选择和年金定价的实证研究

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In this paper, we present a method for estimating market parameters, modelled by the jump diffusion process. The method proposed is based on an empirical method, while the market parameters are the drift, volatility, jump intensity, and its rate of occurrence. A demonstration on how to use these parameters to estimate the fair price of European call options and annuity will be conducted for the situation where the market is modelled by a jump diffusion process with different intensities and occurrences. The results are compared to conventional options to observe the impact of the jumps. The result shows that financial instruments are expose to higher risks when taking in the consideration of the impacts of the jumps. Also, the asymmetric nature of the jumps will bring different impacts to different financial instruments as most instruments have different behaviours in their up side and down side risks.
机译:在本文中,我们提出了一种估算市场参数的方法,由跳跃扩散过程建模。 所提出的方法基于经验方法,而市场参数是漂移,波动,跳跃强度及其发生率。 如何使用这些参数来估计欧洲呼叫选项和年金的公平价格的示范,以便通过具有不同强度和事件的跳跃扩散过程建模的情况进行欧洲呼叫选项和年金。 将结果与常规选项进行比较,以观察跳跃的影响。 结果表明,在考虑跳跃的影响时,金融工具在考虑跳跃的影响时暴露于更高的风险。 此外,随着大多数仪器在其上下侧面和侧面风险中具有不同的行为,跳跃的不对称性质将为不同的金融工具带来不同的影响。

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