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Uncertain mean-variance and mean-semivariance models for optimal project selection and scheduling

机译:不确定的均值方差和均值半方差模型可优化项目选择和进度

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This paper discusses a joint problem of optimal project selection and scheduling in the situation where initial outlays and net cash inflows of projects are given by experts' estimates due to lack of historical data. Uncertain variables are used to describe these parameters and the use of them is justified. A new mean variance and a mean-semivariance models are proposed considering relationship and time sequence order between projects. In order to solve the complex problems, the methods for calculating uncertain lower partial semivariance and higher partial semivariance values are introduced and a hybrid intelligent algorithm which integrates genetic algorithm with cellular automation is provided. In addition, two examples are presented to illustrate the application and significance of the new models, and numerical experiments are done to show the effectiveness of the proposed algorithm. (c) 2015 Elsevier B.V. All rights reserved.
机译:本文讨论了在缺乏历史数据的情况下,专家估计得出项目初始支出和现金净流入的情况下,最优项目选择和进度安排的共同问题。不确定的变量用于描述这些参数,并且有理由使用它们。考虑项目之间的关系和时间顺序,提出了一种新的均值方差和均值-半方差模型。为了解决复杂的问题,介绍了计算不确定的较低偏半方差和较高偏半方差值的方法,并提出了一种将遗传算法与细胞自动化相结合的混合智能算法。另外,通过两个例子说明了新模型的应用和意义,并通过数值实验证明了该算法的有效性。 (c)2015 Elsevier B.V.保留所有权利。

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