General Exchange Option Pricing in Sub-fractional Brownian Motion Environments
Mathematical Theory and Applications ›› 2017, Vol. 37 ›› Issue (2): 18-23.
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Xu Feng
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Abstract:
his paper studies the pricing problem of general exchange options in sub-fractional Brownian motion environments.Under the condition that the two stock pricing processes obey the stochastic differential equation driven by the sub-fractional Brownian motion,the pricing formula of the general exchange options is obtained by insurance actuary pricing.
Key words: Sub-fractional Brownian motion, General exchange option, Insurance actuary, Option pricing
Sub-fractional Brownian motion,
Xu Feng.
General Exchange Option Pricing in Sub-fractional Brownian Motion Environments [J]. Mathematical Theory and Applications, 2017, 37(2): 18-23.
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https://mta.csu.edu.cn/EN/Y2017/V37/I2/18