强次指数分布族S*(γ)的μ积分尾分布的卷积等价性

Convolution Equivalence of Strong Subexponential Distributions Class S*(γ)'s μ Integrated Tail Distributions

在Klüppelberg提出强次指数分布族并研究其积分尾分布的次指数性的基础上,推广Foss等关于强次指数分布族S*的μ积分尾分布的次指数性结果,得到S*(γ)的μ积分尾分布的卷积等价性.

Klüppelberg presents strong subexponential distributions class and studys subexponentiality for μ their integrated tail distributions,on basis of which we generalize the research of subexponentiality for μ integrated tail distributions of strong subexponential distributions by 5＊ Foss,etc,and propose convolution equivalence for integrated tail distributions of S~＊（γ）.