无向流网络上覆盖问题的推广

H. Tamura, H. Sugawara, M. Sengoku, S. Shinoda
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引用次数: 2

摘要

网络区位理论研究的是在给定的网络中为设施选择最佳位置的问题。人们对这一理论进行了许多研究。我们从用两个点之间的容量(最大流量)来衡量两个点之间的紧密程度的角度来研究区位理论。在之前的文章中,我们考虑了定位问题,称为覆盖问题,并提出了多项式时间算法来解决这些问题。这些问题适用于为计算机网络中的某些计算机分配文件。本文研究的是复数复盖问题。定义了广义复数覆盖问题,提出了一种求解广义复数覆盖问题的有效算法。
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On a generalization of a covering problem on undirected flow networks
Location theory on networks is concerned with the problem of selecting the best location in a specified network for facilities. Many studies for the theory have been done. We have studied location theory from the standpoint of measuring the closeness between two vertices by the capacity (maximum flow value) between two vertices. In the previous paper, we have considered location problems, called covering problems and proposed polynomial time algorithms for these problems. These problems are applicable to assigning files to some computers in a computer network. This paper concerns a problem called plural cover problem. We define a generalized plural cover problem and we propose an efficient algorithm for the generalized plural cover problem.
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