摘要
二元Cuadra-Auge型帕累托分布是一个二元对称分布,在本文中,分别讨论了二元Cuadra-Auge型帕累托分布的性质与相关性及渐近独立性,导出了二元Cuadra-Auge型帕累托分布的若干性质;证明了X,Y之间的相关系数介于零与四分之三之间,且X,Y之间渐近独立.
Cuadra and Auge＇s bivariate Pareto distribution is a symmetric distribution. In this paper, we consider the asymptotical independence and correlation properties. We derive some properties and prove that the correlation coefficient of X and Y is between zero and three-quarter,and X and Y are asymptotically independent.
出处
《高等数学研究》
2017年第4期13-16,共4页
Studies in College Mathematics
基金
宁波大学学科项目(XKL14D2037)
