摘要
风险是保险需求存在的前提,风险的变动会引起保险需求的变动。在期望效用(EU)框架下,根据不确定性的一些研究结论推知,风险增加将引起保险需求增加;在均值—均方差方法下,Battermann等人推导了风险增加、风险厌恶弹性和保险需求三者之间的关系,Thomas Eichner和Andreas Wagener证明,在风险分布之间具有线性关系的条件下,Battermann等人的结论在EU方法中也成立。笔者证明,只要随机变量的分布具有二阶占优,则该方法可以完全替代EU方法,从而Battermann等人的结论可以推广到分布族不同的风险决策中。
Risk is necessary condition for insurance demand, which change with risk alters. Risk increments could lead to insurance increasing derived some uncertainty study under expected -utility (EU) models; Harald L Battermann's have an relationship among risk increase, elasticity of risk aversion and insurance demand under mean - standard deviation approach, Thomas Eichner and Andreas Wagener have the proof of Battermann's result as risk distribution is linear under the EU preference. We demonstrate that - analysis is a perfect substitute for the EU only if second - degree stochastic dominance exists of random variables , so Battermann's could expand to different distributed families under decision problem.
出处
《财经问题研究》
CSSCI
北大核心
2007年第6期60-64,共5页
Research On Financial and Economic Issues
基金
教育部人文社会科学项目(05JA630036)
深圳大学人文社科项目(X0701)
关键词
风险变动
保险需求
随机占优
change in risk
insurance demand
stochastic dominance