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Maximum Neighbour Voronoi Games

机译:最大邻人Voronoi游戏

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Recently several researchers have studied the competitive facility location problem in the form of Voronoi games, where each of the two players places n points with the target of maximizing total Voronoi area of its sites in the Voronoi diagram of In points. In this paper we address this problem by introducing Voronoi games by neighbours where the basic objective of an optimal playing strategy is to acquire more neighbors than the opponent. We consider several variations of this game, and for each variation we either give a winning strategy, if it exists, or show how the game ends in a tie.
机译:最近,一些研究人员以Voronoi游戏的形式研究了竞争性设施的选址问题,其中两个参与者中的每一个都放置n分,目标是在In points的Voronoi图中最大化其站点的总Voronoi面积。在本文中,我们通过介绍邻居的Voronoi游戏来解决此问题,其中最佳游戏策略的基本目标是获得比对手更多的邻居。我们考虑了该游戏的几种变体,对于每种变体,我们要么给出一种获胜的策略(如果存在),要么展示游戏如何以并列结局。

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