LBVW分布的Fisher信息矩阵

FISHER INFORMATION MATRIX OF LBVW DISTRIBUTION

文本考察由Larry Lee提出的其生存函数为 F(x_1,x_2)=exp{-[(x_1/θ_1)^(1/αδ)]~δ} (x_i>0,θ_i>0,i=1,2;0<δ≤1,α>0)的LBVW(θ_1,θ_2,δ,α)分布的统计性质,该分布的Fisher信息矩阵被导出。

In this paper, statistical properties of LBVW distribution due to Larry Lee whose survival function is are examined and the Fisher information matrix of this distribution is derived.