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A Class of Generalized Poisson & Mixture of Poisson and Generalized Poisson Distributions of order k

机译:一类广义泊松和泊松混合及阶k的广义泊松分布

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In this paper, aneffort is made to find out a class of GPDs of order k upon introducing a class of Quasi Binomial distribution of order k and using Abel’s generalization of theBinomial formula (Riordon, 1968, p. 18). A few particular cases, like a classof GPD, GPD of order k and classicalPoisson distribution have been studied. A mixture of Poisson and GeneralizedPoisson distribution along with their various inferential properties arediscussed. Finally, the mixture of Poisson and GP distributions are fitted tosome real life data and compared with classical Poisson distribution and GPDand the fittings of the mixture to the observed frequencies are found to bevery good as judged by the corresponding chi-square values.
机译:在本文中,我们在引入一类拟k阶拟二项分布并利用Abel对二项式的推广中做出了很大努力,以找到一类kPD GPD(Riordon,1968,第18页)。研究了一些特殊情况,例如GPD类,k阶GPD和经典泊松分布。讨论了泊松分布和广义泊松分布的混合以及它们的各种推论性质。最后,将泊松分布和GP分布的混合物拟合到一些现实生活数据中,并与经典泊松分布和GPD进行比较,并且根据相应的卡方值判断,发现混合物与观测频率的拟合非常好。

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