Grey linear space based grey project scheduling

Nanlei Chen, Nai-ming Xie, Bentao Su
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Abstract

Based on the idea of grey theory, the uncertain duration with clear extension but unclear intension in project scheduling can be characterized as the grey number. However, the operations of the grey number borrowed from other uncertainty theory had long puzzled scholars. This paper address grey project scheduling based on grey linear space. The grey linear operation based on grey linear space and comparison method based on the information background were proposed. Then grey project scheduling problem was studied. And the critical path method under grey linear space was developed. Finally, a numerical case was adopted to test effectiveness of proposed method. Results show grey project scheduling and grey critical path method could be established under grey linear space.
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基于灰色线性空间的灰色项目调度
基于灰色理论的思想,将项目调度中外延明确、内涵不明确的不确定工期表示为灰色数。然而,借鉴其他不确定性理论的灰数运算一直困扰着学者们。本文研究了基于灰色线性空间的灰色项目调度问题。提出了基于灰色线性空间的灰色线性运算和基于信息背景的对比方法。然后研究了灰色项目调度问题。提出了灰色线性空间下的关键路径法。最后通过数值算例验证了所提方法的有效性。结果表明,灰色线性空间下可以建立灰色项目调度和灰色关键路径方法。
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