期权定价模型:从Black-Scholes-Merton到现在

Ahmet K. Karagozoglu
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引用次数: 1

摘要

布莱克-斯科尔斯-默顿期权定价模型的直观性和计算的简便性使其成为所有资产定价模型中最广为人知和最常用的模型。在它被引入近半个世纪之后,大量的文献已经投入,并且仍在产生,对原始模型进行实证检验,开发新的模型来解决其原始假设和偏差,并扩展期权定价框架。本文回顾了从Black-Scholes-Merton到现在的基本期权定价模型,涵盖了期权定价方法,包括不同标的资产的期权定价方法以及具有不同资产价格和波动动态的期权定价方法。本文还回顾了期权中的当代主题,包括对气候相关风险和波动性风险等新风险的应用,以及数据科学和机器学习中新方法的实施。
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Option Pricing Models: From Black-Scholes-Merton to Present
Its intuitiveness and the simplicity of its calculations make the seminal Black-Scholes-Merton option pricing model the most commonly known and used among all asset pricing models ever developed. Almost half a century after it was introduced, a massive literature has been devoted, and is still being generated, to empirical testing of the original model, to developing new models addressing its original assumptions and biases, and to extending the framework of option pricing. This article presents a review of fundamental option pricing models from Black-Scholes-Merton to the present day, covering alternative option pricing approaches, including those for options on different underlying assets as well as those with different asset price and volatility dynamics. This article also reviews contemporary topics in options, including applications to novel risks such as climate-related risks and volatility risk, as well as implementation of novel methodologies from data science and machine learning.
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来源期刊
自引率
0.00%
发文量
11
审稿时长
24 weeks
期刊最新文献
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