An Hybrid Approach of Mathematical Programming and MCDA for the GISMR: The Industrial Localization

T. Agouti, M. El Adnani, A. Tikniouine, A. Aitouahman
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Abstract

One of the major questions which arise for the decision makers is the localization choice of places of their establishment related to the constraint of the space, social, economic and policy difference between the places of production and those of consumption. This question is related to the diversity of the criteria integrated in the decision-making, and to the very great number of possible space alternatives. We propose in this article an approach of aid to the industrial localization decision by profiting from the advantages offered by the geographical information systems to multiple representation compounds to the AHP method and from the advantages of the mathematical programming models. The use of a GISMR combined with AHP will help us to reduce the number of the space alternatives and to evaluate them according to real criteria of decision which are quantitative or qualitative. The evaluations obtained will be integrated in a mathematical model to make the final choice of the best alternatives. In fact this model is used to identify the best solution taking into account the criteria fixed by the decision-maker and the data provisions generated by the GISMR.
GISMR的数学规划与MCDA混合方法:产业定位
决策者面临的主要问题之一是他们建立地点的本地化选择,这与生产地点和消费地点之间的空间、社会、经济和政策差异的限制有关。这个问题与决策中综合标准的多样性有关,也与大量可能的空间选择有关。本文利用地理信息系统对多表示化合物的优势、层次分析法的优势和数学规划模型的优势,提出了一种辅助工业定位决策的方法。结合层次分析法使用GISMR将有助于我们减少空间备选方案的数量,并根据定量或定性的真正决策标准对它们进行评价。所获得的评价将被整合到一个数学模型中,以做出最佳方案的最终选择。事实上,该模型用于确定考虑到决策者确定的标准和GISMR生成的数据规定的最佳解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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