FoF-R蚂蚁:基于蚁群的共享路径保护存活路由方案

W. Liu, H. Sirisena, K. Pawlikowski
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引用次数: 4

摘要

本文提出了一种新的框架来解决分布式控制环境下具有共享路径保护的可生存路由问题。该工作主要涉及如何动态确定一个保护周期(即源-目的节点对之间的两条链路不相交路径),并为建立连接请求分配备用容量,以使网络总带宽消耗最小。这被称为备用容量分配(SCA)问题,其产生的整数线性规划(ILP)公式被认为是np困难的。本文使用一种新的基于矩阵的模型和一种启发式算法,称为敌我弹性(FoF-R)基于蚂蚁的路由算法来解决SCA问题。首先,引入弹性矩阵(RM)的概念来获取本地带宽使用信息,并研究故障链路与其他分配了保护容量的链路之间的关系。其次,基于RM得到的特殊链路代价,受蚁群优化原理的启发,提出了基于FoF-R的新型蚁群路由算法,利用依赖于净度的吸引/排斥函数来寻找最优保护周期,并探索保护路径之间的共享能力。通过在网络中保持适当数量的移动代理(即FoF-R蚂蚁)来持续主动更新rm,可以在合理的计算时间内获得连接请求的可生存路由解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
FoF-R Ant: Ant-Based Survivable Routing Scheme for Shared Path Protection
This paper proposes a novel framework to solve the survivable routing problem with shared path protection in a distributed control environment. The work mainly concerns how to dynamically determine a protection cycle (i.e., two link-disjoint paths between a source-destination node pair) and allocate spare capacity for a connection establishment request so as to minimize total bandwidth consumption in the network. This is known as the spare capacity allocation (SCA) problem and its resulting integer linear programming (ILP) formulation is known to be NP-hard. This paper tackles the SCA problem using a new matrix-based model and a heuristic algorithm, termed friend or foe-resilient (FoF-R) ant-based routing algorithm. First, a new concept of resilience matrix (RM) is introduced to capture the local bandwidth usage information and investigate the relationship between a failed link and other links with protection capacity allocated. Next, based on the special link cost derived from the RM, the novel FoF-R ant-based routing algorithm, which is inspired by the principle of ant colony optimization, is developed to find the optimal protection cycles and explore the sharing ability among protection paths using a headroom-dependent attraction/repulsion function. By keeping a suitable number of mobile agents (i.e., FoF-R ants) in a network to continually and proactively update the RMs, the survivable routing solution for a connection request can be obtained within a reasonable computation time.
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