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Fuzzy Network Analysis for Projects with High Level of Risks - Uncertainty in Time and Structure

机译:高风险项目的模糊网络分析-时间和结构的不确定性

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摘要

In order to have better insight of project characteristics, different kinds of fuzzy analysis for project networks have been recently proposed, most of which consider activities duration as the main and only source of imprecision and vagueness, but as it is usually experienced in real projects, the structure of the network is also subject to changes. In this paper we consider three types of imprecision namely activity duration, activity existence and precedence relation existence which make our general fuzzy project network. Subsequently, a corrected forward recursion is proposed for analysis of this network. Since the convexity and normalization of traditional fuzzy numbers are not satisfied, some corrected algebraic operations are also presented. Employing the proposed method for a real project reveals that our method results in more applicable and realistic times for activities and project makespan in comparison to Classic fuzzy PERT.
机译:为了更好地了解项目特征,最近提出了对项目网络进行各种模糊分析的方法,其中大多数将活动持续时间视为不精确和模糊性的主要且唯一来源,但正如在实际项目中通常会遇到的那样,网络的结构也可能会发生变化。在本文中,我们考虑了三种不精确性,即活动持续时间,活动存在和优先关系存在,这构成了我们的模糊项目网络。随后,提出了校正后的前向递归用于此网络的分析。由于不满足传统模糊数的凸性和归一化,因此还提出了一些校正的代数运算。将所建议的方法用于实际项目表明,与经典模糊PERT相比,我们的方法可为活动和项目完成时间带来更适用和更实际的时间。

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