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Study on Emergency Service Location Problem with Continuous Edge Demands

机译:具有连续边缘需求的紧急服务定位问题研究

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At the traditional location problems on networks consider discrete nodal demand. However, accidents may happen at any point in the road. Demand set is the continuum set of all points on a network graph. The issue of general absolute center was studied in this paper. With the assumption that the distance-matrix of the network is available, let | E | be the number of edges of a network. According to the character of the graph of distance function and its graphical nature which reflects the relationship between points and edges, an O(| E |~2 · lg | E |) algorithm about the location problem of single emergency service was given, so that emergency service emergency response time of the maximum shortest.
机译:在传统位置上,网络上的问题会考虑离散的节点需求。但是,在道路上的任何地方都可能发生事故。需求集是网络图上所有点的连续集。本文研究了广义绝对中心问题。假设网络的距离矩阵可用,令| E |是网络的边缘数。根据距离函数图的特点及其反映点与边之间关系的图形性质,给出了关于单一紧急服务位置问题的O(| E |〜2·lg | E |)算法,因此表示紧急服务的紧急响应时间最短。

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