%0 Journal Article
%T 混合分数布朗运动环境下短期利率服从vasicek模型的欧式期权定价<br>EUROPEAN OPTION PRICING UNDER THE VASICEK MODEL OF THE SHORT RATE IN MIXED FRACTIONAL BROWNIAN MOTION ENVIRONMENT
%A 作者
%A 李志广
%A 康淑瑰
%J 数学杂志
%D 2016
%X 本文研究了混合分数布朗运动环境下欧式期权定价问题.运用混合分数布朗运动的Ito公式,得到了Black-Scholes偏微分方程.同时,通过求解Black-Scholes方程,得到了欧式看涨、看跌期权的定价公式。推广了Black-Scholes模型有关欧式期权定价的结论.<br>In this paper, the option pricing problem of European option is studied in the mixed fractional Brownian motion environment. By using fractional It？ formula, the Black-Scholes partial difierential equation is obtained. And the pricing formulae of the European call and put option are obtained by partial difierential equation theory. The results of Black-Scholes model are generalized
%K 期权定价 vasicek 模型 Black-Scholes 模型 混合分数布朗运动&lt
%K br&gt
%K option pricing vasicek model Black-Scholes model mixed fractional Brownian motion.
%U http://sxzz.whu.edu.cn/sxzz/ch/reader/view_abstract.aspx?file_no=20160323&flag=1