摘要
假设市场是完备的,在文中使用了计价单位变换,等价鞅测度理论和无套利原理研究了股票价格具有时滞的欧式择好期权,得到了欧式择好期权的定价公式和对冲交易策略.
Assuming that the markets are complete, we use the changes of numeraire, the theory of equivalent martin- gale measure and no-arbitrage property to study the pricing of European better-of options for stock prices with delay. In conclusion, we derive a closed-form representation of the option price, and hedging strategy.
出处
《经济数学》
2016年第1期42-45,共4页
Journal of Quantitative Economics
基金
国家自然科学基金资助项目(71171077)
关键词
股票价格
时滞
择好期权
等价鞅测度
stock prices, delay, better-of options, equivalent martingale measure.