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跳跃过程下的汇率连动期权的定价 被引量:3

An Actuarial Approach to Quanto Option Pricing Following Complicated Process
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摘要 假设汇率变化过程服从带跳的几何布朗运动,股票价格遵循带跳的O-U过程,建立汇率连动期权市场模型,利用保险精算方法和Girsanov公式,给出了汇率连动期权的定价公式,获得了欧式看涨和看跌期权定价公式及平价公式. Assuming that foreign exchange rate is followed by Geometry Brownian Motion with jumps, and the price of stock is followed by Ornstein-Uhlenback process, the model of Quanto option was obtained. Using an actuarial approach and Girsanov formula to deal with the pricing formula of European option on Quanto option,the pricing of European call and put option and put call parity was obtained.
出处 《经济数学》 北大核心 2010年第1期67-72,共6页 Journal of Quantitative Economics
基金 山东科技大学"春雷计划"资助项目(2008AZZ087 2008AZZ092)
关键词 公平保费 汇率连动期权 期权定价 伊藤公式 Girsanov公式 fair premium quanto option option Pricing Ito Formula Girsanov Formula
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参考文献5

  • 1REINER E. Quanto mechanics, from black-scholes to black holes[M]. London: Risk Publication, 1992.
  • 2REINER E. Quanto mechannics[J]. Risk, 1992,5 : 59- 63.
  • 3MERTON M C. Option pricing when underlying stock returns are discontinuous[J]. Journal of Financial Economics, 1976,3: 125- 144.
  • 4BLADT M , RYDBERG T H. An actuarial approach to option pricing under the physical measure and without market assumptions[J]. Insurance Mathematics and Economics , 1998 ; 22 (1) : 65 - 73.
  • 5KARATZAS I, SHREVE S E. Brownian motion and stochastic calculus[J]. New York: Springer Verlag, 1987.

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