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时间依赖的关卡期权定价
Pricing of Barrier Options with Time Dependance
【摘要】 讨论了一种新型期权———关卡期权的定价问题.一般关于关卡期权的讨论往往只涉及比较简单的情况,即期权障碍是恒定不变的,但实际上期权障碍是会随时间而变化的,文中在关卡期权的关卡值关于时间依赖的假设下,借助倒向随机微分方程方法和等价鞅方法,推导出一种欧式下降敲出看涨关卡期权的定价公式.
【Abstract】 The pricing of a new kind of option, barrier option, is discussed in this paper. The general discussion about- barrier options usually concerns a relatively simple situation, that is, the option barrier is constant. However, the barrier actually changes with time. Because of this, the backward stochastic differential equation and the equi-valent martingale are used to get a group of formulae for pricing the European down-and-out call options with the hypothesis that the barrier is dependent on time.
【关键词】 关卡期权;
期权定价;
等价鞅测度;
倒向随机微分方程;
【Key words】 barrier option; option pricing; equivalent martingale measure; backward stochastic differential equation;
【Key words】 barrier option; option pricing; equivalent martingale measure; backward stochastic differential equation;
- 【文献出处】 华南理工大学学报(自然科学版) ,Journal of South China University of Technology(Natural Science) , 编辑部邮箱 ,2005年05期
- 【分类号】F224
- 【被引频次】9
- 【下载频次】249