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Comment on 'A New Simple Square Root Option Pricing Model'

机译:评论“一种新的简单平方根期权定价模型”

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摘要

Camara A. and Wang Y.-H. (2010) introduce a simple square root option pricing model where the square root of the stock price is governed by a normal distribution. They show that their three-parameter option pricing model can outperform the Black—Scholes option pricing model. We demonstrate that their assumption possesses an internal inconsistency in that the square root of the stock price can take on negative values. We generalize and revise their assumption so that the internal inconsistency can be avoided, and introduce a new square root option pricing model. The difference in option prices calculated from the two models may not be trivial.
机译:Camara A.和Wang Y.-H. (2010)引入了一个简单的平方根期权定价模型,其中股票价格的平方根由正态分布控制。他们表明,他们的三参数期权定价模型可以胜过布莱克-斯科尔斯期权定价模型。我们证明他们的假设具有内部矛盾,因为股票价格的平方根可以取负值。我们推广和修改他们的假设,以便避免内部不一致,并引入新的平方根期权定价模型。从这两种模型计算得出的期权价格差异可能并不小。

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  • 来源
    《The journal of futures markets 》 |2012年第2期| p.191-198| 共8页
  • 作者单位

    at the School of Management, Kyung Hee University, Seoul, Korea;

    at the Graduate School of Finance and Accounting,Korea Advanced Institute of Science and Technology (KAIST), Seoul, Korea;

    at the Graduate School of Finance and Accounting,Korea Advanced Institute of Science and Technology (KAIST), Seoul, Korea;

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  • 正文语种 eng
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