摘要
本文在投资基金价格服从几何布朗运动假设下,根据布朗运动的定义和Schwarz不等式得到了具有最小保证金和分期付费的投资连结保险保费的一个上限,并通过Monte Carlo模拟方法检验了它的合理性.这结论对于此保险的定价具有较大的理论与实践意义.
The paper presents an upper limit for the premium of equity - linked life insurance with a minimum guarantee and periodic premiums by the definition of brownian motion and Schwarz inequality under the assumption that the price of reference investment fund follows a geometric Brownian motion, and verifies its rationality by the method of Monte Carlo simulation. The result has a greater theoretical and practical significance for the pricing of the insurance.
出处
《数理统计与管理》
CSSCI
北大核心
2007年第4期570-576,共7页
Journal of Applied Statistics and Management
基金
国家自然科学基金资助项目(10171051)
关键词
投资连结保险
布朗运动
SCHWARZ不等式
equity - linked life insurance
geometric brownian motion
Schwarz inequality