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The generalized two-sided power distribution

机译:广义双面配电

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The generalized standard two-sided power (GTSP) distribution was mentioned only in passing by Kotz and van Dorp Beyond Beta, Other Continuous Families of Distributions with Bounded Support and Applications, World Scientific Press, Singapore, 2004. In this paper, we shall further investigate this three-parameter distribution by presenting some novel properties and use its more general form to contrast the chronology of developments of various authors on the two-parameter TSP distribution since its initial introduction. GTSP distributions allow for J-shaped forms of its pdf, whereas TSP distributions are limited to U-shaped and unimodal forms. Hence, GTSP distributions possess the same three distributional shapes as the classical beta distributions. A novel method and algorithm for the indirect elicitation of the two-power parameters of the GTSP distribution is developed. We present a Project Evaluation Review Technique example that utilizes this algorithm and demonstrates the benefit of separate powers for the two branches of activity GTSP distributions for project completion time uncertainty estimation.
机译:仅在Kotz和van Dorp Beyond Beta,《具有无限支持和应用的其他连续分布族》,新加坡世界科学出版社,2004年中,才提到了通用标准双向功率(GTSP)分配。本文将进一步探讨通过介绍一些新颖的特性来研究此三参数分布,并使用其更一般的形式来对比自其首次引入以来,两位作者对两参数TSP分布的发展历程。 GTSP分布允许其pdf呈J形,而TSP分布则限于U形和单峰形式。因此,GTSP分布具有与经典Beta分布相同的三种分布形状。提出了一种间接求导GTSP分布的二次幂参数的新方法和算法。我们提供了一个利用此算法的项目评估审查技术示例,并演示了针对活动GTSP分布的两个分支使用单独的权力进行项目完成时间不确定性估计的好处。

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