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A new mathematical model for a multi-product location-arc routing problem

机译:解决多产品弧定位问题的新数学模型

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This paper addresses a multi-product location-arc routing problem by developing two mathematical models under two assumptions, namely all types of products of a required arc must be supplied by a tour and each type of products of a required arc must be supplied by a tour. Regarding the complexity of the models, this paper provides lower bounding (LB) models using the method exist in the related background. These bounds will help the decision makers to develop quality heuristics. The numerical results demonstrate the true performance of the developed models.
机译:本文通过在两个假设下建立两个数学模型来解决多产品位置弧布线问题,即,必须通过行程提供所需弧线的所有类型的产品,并且必须通过以下方式提供所需弧线的每种类型的产品:游览。关于模型的复杂性,本文使用相关背景中存在的方法提供了下界(LB)模型。这些界限将帮助决策者发展高质量的启发式方法。数值结果证明了所开发模型的真实性能。

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