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股票价格的期权定价公式
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作者 李林峰 《经济视野》 2014年第18期343-344,共2页
股票价格的研究一直以来都是金融领域研究的焦点问题,本文避开对股票价格进行预测的多种技术性建模理论,而从看涨期权的角度来研究股票价格与公司自身的内在联系。笔者发现股票价格实质上是一个以公司价值为标的资产的欧式看涨期权,... 股票价格的研究一直以来都是金融领域研究的焦点问题,本文避开对股票价格进行预测的多种技术性建模理论,而从看涨期权的角度来研究股票价格与公司自身的内在联系。笔者发现股票价格实质上是一个以公司价值为标的资产的欧式看涨期权,从而应Black—Scholes期权定价公式对股票进行定价。 展开更多
关键词 股票定价 Black—Scholes期权定价模型看涨期权
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期权风险的对冲策略分析 被引量:1
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作者 潘碧云 《科技信息》 2013年第3期187-187,225,共2页
本文旨在介绍期权以及定价,并阐述应对期权交易风险的策略及三种模型:delta对冲策略、Leland模型和BV模型以及Walley-Willmott模型。通过对这三种模型的比较,本文认为Walley-Willmott模型的对冲效果较前两种更好。
关键词 期权期权定价 delta对冲策略 Leland对冲策略 BV模型 Walley-Willmott模型
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GARCH模型中美式亚式期权价值的蒙特卡罗模拟算法 被引量:5
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作者 邵斌 丁娟 《经济数学》 2004年第2期141-148,共8页
我们运用 Longstaff和 Schwartz最近提出的用蒙特卡罗模拟法计算美式期权的方法在 GARCH模型中求解美式亚式期权 ,我们的结果表明和其它数值方法相比 ,这个方法不仅有相当的精确度 ,而且使用简便并具有更广泛的适用性 ,对于 GARCH模型... 我们运用 Longstaff和 Schwartz最近提出的用蒙特卡罗模拟法计算美式期权的方法在 GARCH模型中求解美式亚式期权 ,我们的结果表明和其它数值方法相比 ,这个方法不仅有相当的精确度 ,而且使用简便并具有更广泛的适用性 ,对于 GARCH模型中运用格点法难以求解的浮动执行价格的美式亚式期权同样可以得到稳定解 . 展开更多
关键词 蒙特卡罗模拟法 GARCH期权定价模型 美式亚式期权
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Early exercise European option and early termination American option pricing models
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作者 YAN Yong-xin HU Yan-li 《Chinese Business Review》 2010年第11期21-25,共5页
The maximum relative error between continuous-time American option pricing model and binomial tree model is very small. In order to improve the European and American options in trade course, the thesis tried to build ... The maximum relative error between continuous-time American option pricing model and binomial tree model is very small. In order to improve the European and American options in trade course, the thesis tried to build early exercise European option and early termination American option pricing models. Firstly, the authors reviewed the characteristics of American option and European option, then there was compares between them. Base on continuous-time American option pricing model, this research analyzed the value of these options. 展开更多
关键词 option pricing early exercise European option pricing early termination American option pricing
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Pricing American Options using the Malliavin Calculus
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作者 Mohamed KHARRAT 《Journal of Mathematics and System Science》 2013年第11期556-559,共4页
In this paper we elaborate a general expression of the conditional expectation related to pricing problem of the American options using the Malliavin derivative (without localization). This work is a generalization ... In this paper we elaborate a general expression of the conditional expectation related to pricing problem of the American options using the Malliavin derivative (without localization). This work is a generalization of paper of Bally et al. (2005) [ 1 ] for the one dimensional case. Basing on the density function of the asset price, Bally and al. used the Malliavin calculus to evaluate the conditional expectation related to pricing American option problem, but in our work we use the Malliavin derivative to resolve the previous problem. 展开更多
关键词 Conditional expectation Malliavin derivative American option.
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Fractal Nonstandard American Option Pricing Model
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作者 YAN Yong-xin 《Chinese Business Review》 2013年第5期338-343,共6页
The empirical study shows that the return rate of the stock price has a long memory, which can be described by fractal Brown motion. The fact that fractal Brown motion does not have the characteristics of Markov makes... The empirical study shows that the return rate of the stock price has a long memory, which can be described by fractal Brown motion. The fact that fractal Brown motion does not have the characteristics of Markov makes the American option value depends on the price change path of the underlying asset. And the ordinary American option pricing model underestimates the American option value. In order to fully reflect the long memory of the underlying asset return rates, we propose fractal American option pricing model, fractal Bermuda option pricing model, and a fractal combination of American option pricing model. Fractal American option value is greater than the ordinary American option value. 展开更多
关键词 fractal American option fractal Bermudan option fractal combination American option
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