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IMSH: An Iterative Heuristic for SRLG Diverse Routing in WDM Mesh Networks

机译:ImsH:WDm网状网络中sRLG多样化路由的迭代启发式算法

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摘要

Survivable routing of a connection involves computation of a pair of diverse routes such that at most one mute fails when failures occur in the network topology. A subset of links in the network that share the risk of failure at the same time are said to belong to a Shared Risk Link Group (SRLG) [3]. A network with shared risk link groups defined over its links is an SRLG network. A failure of an SRLG is equivalent to the failure of all the links in the SRLG. For a connection to he survivable in an SRLG network its working and protection paths must he routed on SRLG diverse paths. SRLG diverse routing problem has been proved to he NP-complete in [1]. According to the quality of service requirement of a survivable connection request, dedicated protection or shared protection can be used to establish the connection request. With dedicated protection, the connection is established on both the SRLG diverse working and protection paths. The simplest heuristic for computing SRLG diverse path pair is the two-step approach, hut it suffers from the trap topology problem. In [Z] an iterative heuristic (ITSH) using the two-step approach was proposed to compute least cost SRLG diverse path pair. Suurballe’s algorithm computes a pair of least cost link-disjoint paths between a node pair. In this work we present a modified Suurballe’s heuristic for computing the SRLG diverse routes between a node pair. We then propose an iterative heuristic (IMSH) which uses the modified Suurballe’s heuristic for computing the least cost SRLG diverse routes. We also present an 1/2-cost-improvement optimality check criterion for dedicated protection.
机译:连接的可生存路由包括计算一对不同的路由,以便当网络拓扑中出现故障时,最多一个静默失败。网络中同时共享失败风险的链接子集被称为属于共享风险链接组(SRLG)[3]。在其链接上定义了共享风险链接组的网络是SRLG网络。 SRLG的故障等同于SRLG中所有链接的故障。为了使他能够在SRLG网络中存活,必须在SRLG多种路径上路由其工作和保护路径。在[1]中,已证明SRLG的各种路由问题都是NP完全的。根据可生存连接请求的服务质量要求,可以使用专用保护或共享保护来建立连接请求。通过专用保护,可以在SRLG多种工作和保护路径上建立连接。计算SRLG多样路径对的最简单的启发式方法是两步方法,但它会遇到陷阱拓扑问题。在[Z]中,提出了一种使用两步法的迭代启发式算法(ITSH),以计算成本最低的SRLG多样路径对。 Suurballe的算法可计算一对节点之间的一对成本最低的链路不相交路径。在这项工作中,我们提出一种经过改进的Suurballe启发式算法,用于计算节点对之间的SRLG多样化路由。然后,我们提出一种迭代启发式(IMSH),该算法使用改良的Suurballe启发式算法来计算成本最低的SRLG多样化路线。我们还提出了针对专用保护的1/2成本改进的最优性检查标准。

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