Computing the Critical Road Section for the Repair of a Transportation Network

Bing Su , Chunyan Hua , Xiaoyi Lan , Qian Yang
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引用次数: 2

Abstract

Let G(V,E) denote a transportation network with a rate of traffic between each pair of nodes, and a latency function for each edge (road section). However, some road sections may be repaired at certain times and make some blockages. In this paper, we focus on the problem of computing a road section ej∈E for the repair of a transportation network, whose removal produces the ratio of the minimum sum travel times (total latency) of network G-ej to that of network G is maximum. We define such a road section as the critical road section for the repair of a transportation network (CRS for short), and give an algorithm for computing the CRS. Finally, an application of the CRS for a special network is shown. The problem discussed in this paper is of great significance to deal with the transportation management engineering.

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交通网络修复关键路段的计算
设G(V,E)表示一个交通网络,该网络具有每对节点之间的交通速率,以及每条边(路段)的延迟函数。然而,某些路段可能会在特定时间进行维修,并造成一些堵塞。本文主要研究交通网络修复中路段ej∈E的计算问题,该路段的移除使网络G-ej的最小总行程时间(总延迟)与网络G的最小行程时间(总延迟)之比最大。我们将这样的路段定义为交通网络修复关键路段(CRS),并给出了计算CRS的算法。最后,给出了CRS在一个特殊网络中的应用。本文所讨论的问题对处理交通管理工程具有重要意义。
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