网络上最大值定位问题的近似算法

G. Zabudsky, M. Lisina
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引用次数: 0

摘要

研究了网络设备的定位问题。需要为网络中不需要的设施找到最佳位置,使其到网络所有节点的加权距离最小。这个问题是各个领域许多实际应用的适当模型。该问题可用于确定产生交通拥堵或其他干扰的设施的位置,例如购物中心或体育场。提出了该问题的非线性规划数学模型。给出了决策方法的概述和问题的性质。提出了求解该问题近似解的算法。并报道了计算实验结果。
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Approximately Algorithm for Maximin Location Problem on Network
The facility location problem of on network is considered. It is need to find the best location for an undesirable facility on a network such that the least weighted distance to all nodes of network is maximized. The problem is an adequate model of many practical applications from various fields. The problem can be used to determine the location of a facility that generates traffic congestion or other disturbance, such as a shopping center or a stadium. The mathematical model of nonlinear programming of the problem is proposed. The overview of decision’s methods and the properties of the problem are provided. The algorithm for finding of an approximate solution of the problem is proposed. Results of computational experiments are reported.
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