货币期权的随机偏态

Liuren Wu, P. Carr
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引用次数: 338

摘要

我们记录了过去八年中交易最活跃的两种货币对在货币、到期日和日历时间上的场外货币期权价格的行为。我们发现货币收益的风险中性分布平均而言是相对对称的。然而,在任何给定的日期,条件货币收益分布可能表现出强烈的不对称性。这种不对称随着时间的推移变化很大,并且经常改变方向。我们设计并估计了一类模型,这些模型捕捉了货币期权价格的这些独特特征,并且比传统的跳跃扩散随机波动率模型表现得更好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stochastic Skew in Currency Options
We document the behavior of over-the-counter currency option prices across moneyness, maturity, and calendar time on two of the most actively traded currency pairs over the past eight years. We find that the risk-neutral distribution of currency returns is relatively symmetric on average. However, on any given date, the conditional currency return distribution can show strong asymmetry. This asymmetry varies greatly over time and often switch directions. We design and estimate a class of models that capture these unique features of the currency options prices and perform much better than traditional jump-diffusion stochastic volatility models.
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