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标的资产服从跳-扩过程未定权益套期保值策略
Hedging strategy of a contingent claim as the price of theunderlying asset follow jump-diffusion process
【摘要】 在标的资产价格服从跳跃 扩散过程模型中,在不完全市场引入一种动态的风险度量准则,在风险中性的概率测度诱导的金融市场上,对一种未定权益找到了在风险的动态度量准则下的最优复制,然后运用一般的Clark公式与Malliavin分析得到了最优的套期保值策略.
【Abstract】 The price of underlying assets follows a jump-diffusion process. We introduce the dynamic measure of risk to the incomplete market. We have acquired optimal replication of contingent claim in the auxilizar finance market which is induced by a risk neutral probability measure. With an application clark formula the paper provides the optimal hedging strategy for a contingent claim.
【关键词】 未定权益;
套期保值策略;
不完全市场;
Clark公式;
动态的风险度量;
跳跃扩散过程;
【Key words】 contingent claim; hedging strategy; incomplete market; a generalized clark formula; jump-diffusion process;
【Key words】 contingent claim; hedging strategy; incomplete market; a generalized clark formula; jump-diffusion process;
【基金】 国家自然科学基金资助项目(69904008)
- 【文献出处】 西安电子科技大学学报 ,Journal of Xidian University , 编辑部邮箱 ,2004年01期
- 【分类号】F224
- 【被引频次】6
- 【下载频次】145