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Solving industrial estates allocation problem using multi-objective optimization algorithms

机译:使用多目标优化算法解决工业园区分配问题

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Land use planning has got popularity due to ever increasing population and their dependence on optimal management of resources. Apparently, a suitable location for certain applications including industrial estates may be involved in economic, social and ecological prosperity of the given region. There are enormous data volume and complex criteria for the site selection of industrial estates that cause much more difficulty for decision making and ordinary methods in GIS (such as buffer and overlay) can not meet the requirements of this multi-objectives problem. With respect to land use planning and industrial development strategies, managers as decision-makers can organize the best location for industrial estates using multi objective optimization algorithms. We applied, MOPSO algorithm to support the decision making process in selecting optimum location for industrial estates in Zanjan province. Thus, at first, objective functions and constrains have been defined and required data have been gathered from sources. Subsequently, the suitable lands have been determined and ranked using MOPSO method and GIS softwares. Results showed the optimum locations for industrial estates with effective solution front showing the managers the results of changes in the decisionmaking priorities. This algorithm tested in research area which its results taken into account in different conditions.
机译:由于人口的不断增长及其对资源最佳管理的依赖,土地利用规划已受到欢迎。显然,给定区域的经济,社会和生态繁荣可能涉及包括工业区在内的某些应用的合适位置。工业区选址的数据量巨大且标准复杂,这给决策带来了更多困难,而GIS中的常规方法(例如缓冲和覆盖)无法满足该多目标问题的要求。关于土地使用规划和工业发展战略,决策者可以使用多目标优化算法为工业区组织最佳位置。我们应用MOPSO算法来支持在赞詹省工业区选择最佳位置的决策过程。因此,首先,定义了目标功能和约束,并从源头收集了所需的数据。随后,使用MOPSO方法和GIS软件确定了合适的土地并进行了排名。结果显示了具有有效解决方案前沿的工业区的最佳位置,从而向管理人员显示了决策优先级变更的结果。该算法在研究领域进行了测试,其结果在不同条件下得到了考虑。

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