仿射跳跃扩散模型 AJD
双指数跳跃扩散模型 double exponential jump diffusion model
不对称跳跃-扩散模型 asymmetric jump-diffusion model
跳跃—扩散模型下利率为常数的期权定价问题一直是期权定价研究的重点问题之一。
Pricing options with constant interest rate under jump-diffusion models is always a very important problem in option pricing research.
最后，针对蒙特卡洛模型的上述缺陷我们提出了的两点改进方案，一、假设合约价格变化服从merton提出的跳跃扩散过程，以便捕捉收益率序列的厚尾特征。
Finally we propose two improvements to the Monte Carlo model, on one hand we assume price changes follows jump-diffusion process in order to capture the fat-tail feather of the yields sequence.
应用推荐