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A new generalized two-sided class of distributions with an emphasis on two-sided generalized normal distribution

机译:新的广义双面分布类,着重于双面广义正态分布

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摘要

The ordinary-G class of distributions is defined to have the cumulative distribution function (cdf) as the value of the cdf of the ordinary distribution F whose range is the unit interval at G, that is, F(G), and it generalizes the ordinary distribution. In this work, we consider the standard two-sided power distribution to define other classes like the beta-G and the Kumaraswamy-G classes. We extend the idea of two-sidedness to other ordinary distributions like normal. After studying the basic properties of the new class in general setting, we consider the two-sided generalized normal distribution with maximum likelihood estimation procedure.
机译:将普通G类分布定义为具有累积分布函数(cdf)作为其范围为G的单位间隔即F(G)的普通分布F的cdf的值,并将其广义化。普通发行。在这项工作中,我们考虑使用标准的双向功率分配来定义其他类,例如beta-G和Kumaraswamy-G类。我们将双面性的概念扩展到其他正态分布,如正态分布。在一般情况下研究了新类的基本属性之后,我们考虑了带有最大似然估计程序的双面广义正态分布。

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