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Weighted Node Network Voronoi Diagram and its application to optimization of chain stores layout

机译:加权节点网络Voronoi图及其在连锁店布局优化中的应用

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摘要

A better layout which can make a system of chain stores more competitive is a precondition for finding new sites of stores. Layout optimizations based on Weighted Node Voronoi Diagrams which are effective tools to investigate dominance regions in a grid road system or in a radial-circular road model are important ways to configure a new store-site. The position of every store can be seen as a node in the road network, and weights of nodes are used to indicate reality factors relating to stores such as the scale and effectiveness. The nodes with weight values are considered as generators which can be different types of functions. Since each generator represents a set of varied weight values, it is difficult to exactly determine the optimal position and its corresponding influence range. This paper presents a new method of layout optimization based on Weighted Node Voronoi Diagrams, which is in accordance with the traditional discrete construction methodologies. It is demonstrated that algorithm proposed in this paper is superior to the similar traditional techniques because the algorithm does not require the structures or other additional information of nodes. Examples show the effectiveness of our methodology in optimization of chain store layout.
机译:更好的布局可以使连锁店的系统更具竞争力,这是寻找新店面的前提。基于权重节点Voronoi图的布局优化是研究网格道路系统或径向圆形道路模型中的主要区域的有效工具,是配置新商店站点的重要方法。每个商店的位置都可以看作是道路网络中的一个节点,节点的权重用于指示与商店有关的现实因素,例如规模和有效性。具有权重值的节点被视为生成器,可以是不同类型的函数。由于每个发生器代表一组变化的权重值,因此很难准确确定最佳位置及其相应的影响范围。本文提出了一种基于加权节点Voronoi图的布局优化新方法,该方法与传统的离散构造方法相一致。证明了本文提出的算法优于同类传统技术,因为该算法不需要节点的结构或其他附加信息。示例显示了我们的方法在优化连锁店布局中的有效性。

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