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Monte Carlo option pricing with asymmetric realized volatility dynamics

机译:具有非对称实现波动率动力学的蒙特卡洛期权定价

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What are the advances introduced by realized volatility models in pricing options? In this short paper we analyze a simple option pricing framework based on the dually asymmetric realized volatility model, which emphasizes extended leverage effects and empirical regularity of high volatility risk during high volatility periods. We conduct a brief empirical analysis of the pricing performance of this approach against some benchmark models using data from the S&P 500 options in the 2001-2004 period. The results indicate that as expected the superior forecasting accuracy of realized volatility translates into significantly smaller pricing errors when compared to models of the GARCH family. Most importantly, our results indicate that the presence of leverage effects and a high volatility risk are essential for understanding common option pricing anomalies.
机译:已实现的波动率模型在定价选项中引入了哪些进展?在这篇简短的论文中,我们分析了基于双重非对称实现波动率模型的简单期权定价框架,该模型强调了扩展的杠杆效应和高波动率期间高波动率风险的经验规律性。我们使用2001-2004年期间标准普尔500期权的数据,针对某些基准模型对该方法的定价性能进行了简短的实证分析。结果表明,与GARCH系列模型相比,预期的已实现波动率的出色预测准确性转化为明显较小的定价误差。最重要的是,我们的结果表明,杠杆效应和高波动风险的存在对于理解普通期权定价异常至关重要。

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