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On Some Distributional Properties of the Family of Weighted Generalized Poisson Distribution

机译:加权广义泊松分布族的一些分布性质

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摘要

Ambagaspitiya (1995) considered a family of discrete distribution with the property that p_k(a;b) = [h_1(a; b) + (h_2(a;b))/k]p_(k-1)(a + b; b), k = 1, 2,... and obtained w(a; b)-weighted (Rao, 1965) generalized Poisson distribution (GPD) as a sub class of the family. In this article various distributional properties of this sub class are studied when w(a; b) = a~(s+1).
机译:Ambagaspitiya(1995)考虑了一个离散分布族,其性质为p_k(a; b)= [h_1(a; b)+(h_2(a; b))/ k] p_(k-1)(a + b ; b),k = 1,2,...,并获得w(a; b)加权(Rao,1965)作为家庭的子类的广义泊松分布(GPD)。在本文中,当w(a; b)= a〜(s + 1)时,研究了该子类的各种分布特性。

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