结合Black-Scholes公式、时间序列分析和人工神经网络的实用期权定价方法

Kai Liu, Xiao Wang
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引用次数: 2

摘要

尽管发展了许多理论方法来为各种衍生品定价,但定价偏差仍然很大。本文将Corrado和Su的经偏度和峰度调整的Black-Scholes模型、时间序列分析和人工神经网络相结合,提出了一种实用的期权定价方法。对富时100指数期权的实证检验表明,调整后的Black-Scholes模型计算出的定价偏差仍然较大。通过时间序列分析和人工神经网络方法对模型进行修正后,定价偏差减小,比以往的模型要小得多。建议在实际工作中采用时间序列分析和人工神经网络方法,使定价更加快速和准确。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Pragmatical Option Pricing Method Combining Black-Scholes Formula, Time Series Analysis and Artificial Neural Network
Although many theoretical methods were developed to price various derivatives, pricing deviation still remains very high. This paper provides a pragmatical option pricing method by combining skew ness and kurtosis adjusted Black-Scholes model of Corrado and Su, time series analysis and Artificial Neural Network (ANN). The empirical tests in FTSE 100 Index options show that pricing deviation calculated by adjusted Black-Scholes model is still high. After the model is modified by time series analysis and ANN methods, the pricing deviation is reduced, which is much smaller than the previous models. It is suggested that time series analysis and Artificial Neural Network methods can be used in the pragmatical work to make the pricing more fast and precise.
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