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Indirect parameter elicitation procedures for some distributions with bounded support - with applications in Program Evaluation and Review Technique (PERT)

机译:具有有限支持的某些分布的间接参数导出过程-程序评估和审查技术(PERT)中的应用

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The introduction of the Program Evaluation and Review Technique (PERT) dates back to the 1960s and has found wide application since then in the planning of construction projects. Difficulties with the interpretation of the parameters of the beta distribution let Malcolm et al. (Malcolm, D.G., et al., 1959. Application of a technique for research and development program evaluation. Operations Research, 7, 646-649) to elicit them indirectly via the classical expressions for the PERT mean and variance for an activity's completion time. These expressions are specified, given a lower and upper bound estimates a and b and a most likely estimate θ for the activity's duration. Despite a by now 50 -year controversy exemplified by current articles still questioning the PERT mean and variance elicitation approach, their use is still prevalent in current operations research and industrial engineering college text books. In this article an overview is presented of some alternative approaches that have been suggested, including a recent approach that allows for a direct modal range estimation combined with an indirect elicitation of bound and tail parameters of generalised trapezoidal uniform distributions describing activity uncertainty. The potential effect of eliciting a modal range, rather than the narrower point estimate of a single most likely value, shall be demonstrated in an illustrative Monte Carlo analysis for the completion time of an 18-node activity network.
机译:计划评估和审查技术(PERT)的引入可以追溯到1960年代,自那时以来在建筑项目的规划中得到了广泛的应用。 Beta分布参数的解释困难,让Malcolm等人完成。 (Malcolm,DG,et al。,1959.研究与开发计划评估技术的应用。OperationsResearch,7,646-649),通过活动完成时间的PERT均值和方差的经典表达式间接地引出它们。 。指定这些表达式,并给出活动持续时间的下限和上限估计值a和b以及最可能的估计值。尽管到目前为止已有50年的争议,但当前的文章仍在质疑PERT均值和方差启发方法,但在当前的运筹学和工业工程学院的教科书中,它们的使用仍然很普遍。本文概述了已提出的一些替代方法,包括最近的一种方法,该方法可以直接进行模态范围估计,并可以间接得出描述活动不确定性的梯形均匀分布的边界和尾部参数。在一个18节点活动网络的完成时间的说明性蒙特卡洛分析中,应证明引起模态范围而不是单个最可能值的较窄点估计的潜在影响。

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