Triangular Fuzzy Number Method for Measuring Risk Element Criticality by Credibility Degree in Project Network

L. Cunbin, W. Jianjun, Li Li, Liu Xueyan
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引用次数: 2

Abstract

A new triangular fuzzy number critical path method was proposed based on linear programming for solving the uncertain project problem. alpha -cut set was used to transfer the fuzzy number to interval number, and a credibility degree was defined so that the total time range and the different critical paths were given by adjusting the credibility degree. Meanwhile, by analyzing the sensitivity coefficient, the control priorities of activities could be acquired. The result shows that compared with traditional probability methods and other related studies, The method can improve the precision of the project time control.
基于可信度的项目网络风险要素临界度测度的三角模糊数法
针对不确定规划问题,提出了一种基于线性规划的三角模糊数关键路径方法。利用α切集将模糊数转化为区间数,定义可信度,通过调整可信度给出总时间范围和不同的关键路径。同时,通过对灵敏度系数的分析,确定各活动的控制优先级。结果表明,与传统的概率方法和其他相关研究相比,该方法可以提高工程时间控制的精度。
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