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A Novel Mathematical Model for Deterministic Time-cost Trade-off Based on Path Constraint

机译:基于路径约束的确定性时间成本权衡的新型数学模型

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摘要

In this paper a new deterministic mathematical model for time-cost trade-off is introduced. The proposed method is based on path constraints in a network while other similar methods are modelled based on activities. Through this paper, the proposed model is constructed and thenvalidated by testing in a case study. The achieved results from model are compared with manual solution. The results of both proposed model and manual solution are exactly same which proves the accuracy of the model. Moreover, using network paths for constructing the constraints has the benefit of a lower number of constraints and leading to a faster and more straightforward solution. Lower number of constraints might lead to less computing effort. This can provide us an opportunity to solve some networks which are NP-hard by other similar approaches. Finally can summarize that the main advantages of the proposed model are simplicity in modelling and the usage of a fewer equations.
机译:本文介绍了一种用于时间成本权衡的新的确定性数学模型。所提出的方法基于网络中的路径约束,而其他类似的方法则基于活动进行建模。通过本文,构建了所提出的模型,然后通过案例研究进行了验证。将模型获得的结果与手动解决方案进行比较。提出的模型和人工求解的结果完全相同,证明了模型的准确性。而且,使用网络路径来构造约束具有以下优点:约束数量更少,并且导致更快,更直接的解决方案。较少的约束可能导致较少的计算工作。这可以为我们提供一个机会,通过其他类似的方法来解决一些NP困难的网络。最后可以总结出,所提出的模型的主要优点是建模简单和使用较少的方程式。

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