We consider the problem of pricing American options on an underlying described by the constant elasticity of variance (CEV) model. Such a problem does not have an exact closed-form solution, and therefore some kind of approximation is required. In this paper we extend the approach proposed by Barone-Adesi and Whaley (1997), which allows us to obtain a direct semi-analytical approximate solution. Numerical experiments are presented showing that the proposed method is satisfactorily accurate and computationally very fast
an anonymous referee, whose corrections have significantly improved this article, as well as the hel...
The discounted stock price under the Constant Elasticity of Variance (CEV) model is a strict local m...
This paper provides an efficient and accurate hybrid method to price American standard options in ce...
We consider the problem of pricing American options on an underlying described by the constant elast...
The constant elasticity of variance (CEV) model is a practical approach to option pricing by fitting...
International audienceIn this work we propose an approximate numerical method for pricing of options...
Abstract: We study the arbitrage free option pricing problem for constant elasticity of variance (CE...
This paper considers a modified constant elasticity of variance (MCEV) model. This model uses the fa...
This paper expresses the constant elasticity of variance option pricing formula in terms of the nonc...
常方差彈性(CEV) 模型能夠刻畫波動率微笑的優點使之成為期權定價中的實用工具,然而它在應用到美式衍生工具時面臨分析上及計算上的挑戰。現行的解析方法是對代表著期權價格函數和其最佳履約曲線的自由邊界問題...
In this thesis we consider the method of Kristensen and Mele (2011, J. of Financial Economics) to ap...
[[abstract]]This article introduces a general quadratic approximation scheme for pricing American op...
This article introduces a general quadratic approximation scheme for pricing American options based ...
AbstractIn finance, many option pricing models generalizing the Black–Scholes model do not have clos...
Market crashes often appear in daily trading activities and such instantaneous occurring events woul...
an anonymous referee, whose corrections have significantly improved this article, as well as the hel...
The discounted stock price under the Constant Elasticity of Variance (CEV) model is a strict local m...
This paper provides an efficient and accurate hybrid method to price American standard options in ce...
We consider the problem of pricing American options on an underlying described by the constant elast...
The constant elasticity of variance (CEV) model is a practical approach to option pricing by fitting...
International audienceIn this work we propose an approximate numerical method for pricing of options...
Abstract: We study the arbitrage free option pricing problem for constant elasticity of variance (CE...
This paper considers a modified constant elasticity of variance (MCEV) model. This model uses the fa...
This paper expresses the constant elasticity of variance option pricing formula in terms of the nonc...
常方差彈性(CEV) 模型能夠刻畫波動率微笑的優點使之成為期權定價中的實用工具,然而它在應用到美式衍生工具時面臨分析上及計算上的挑戰。現行的解析方法是對代表著期權價格函數和其最佳履約曲線的自由邊界問題...
In this thesis we consider the method of Kristensen and Mele (2011, J. of Financial Economics) to ap...
[[abstract]]This article introduces a general quadratic approximation scheme for pricing American op...
This article introduces a general quadratic approximation scheme for pricing American options based ...
AbstractIn finance, many option pricing models generalizing the Black–Scholes model do not have clos...
Market crashes often appear in daily trading activities and such instantaneous occurring events woul...
an anonymous referee, whose corrections have significantly improved this article, as well as the hel...
The discounted stock price under the Constant Elasticity of Variance (CEV) model is a strict local m...
This paper provides an efficient and accurate hybrid method to price American standard options in ce...