节点文献
缺损寿命数据的生存分析
Survival Analysis of Decrement Lifetime Data
【摘要】 讨论了当分布函数F(x)经过-log(-log(F(x)))变换后,可以用多项式逼近,使用非参数分布的泛函估计。建立了分布函数的强相合估计,模拟结果表明估计拟合情况要优于经验分布,较为理想。最后,把-log(-log(F(x)))变换应用于研究保险的缺损数据并取得了很好的结果。
【Abstract】 The paper discusses the use of functional estimation of nonparametric distribution to establish strong consistent estimation of the distribution function, where the distribution function F(x) after - log( - log (F(x))) conversion is assumed to be approximated with polynomial. Performance of simulative results shows that the estimation is satisfactory and better than experiential distribution. At last, we practice - log( - log (F(x))) conversion into studying the decrement lifetime data in insurance and have a good result.
【关键词】 非参数估计;
变换;
最小二乘;
缺损数据;
保险;
【Key words】 estimation of non-parametric; conversion; least square; decrement data; insurance;
【Key words】 estimation of non-parametric; conversion; least square; decrement data; insurance;
【基金】 复旦-瑞士再保险研究基金资助项目
- 【文献出处】 同济大学学报(自然科学版) ,Journal of Tongji University , 编辑部邮箱 ,2002年11期
- 【分类号】F224.7
- 【被引频次】5
- 【下载频次】136