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FoF-R ant-based survivable routing using distributed resilience matrix

机译:使用分布式弹性矩阵的基于FoF-R蚂蚁的可生存路由

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Fast recovery from failures and overall high utilization of network capacity are two primary goals of network survivability design. Shared backup path protection has been shown to be efficient in terms of capacity utilization, due to the sharing capability among protection paths. However, the resulting Integer Linear Programming (ILP) formulation of the problem is known to be NP-hard. This paper tackles the survivable routing problem using a new distributed matrix-based structure, termed Resilience Matrix (RM), for capturing the local bandwidth usage information. Additionally, a heuristic ant-based routing algorithm, named Friend-or-Foe Resilient (FoF-R), is proposed for finding the optimal protection cycle (i.e., two node-disjoint paths between a source-destination node pair) and for exploring the sharing ability among protection paths using a headroom-dependent attraction and repulsion functions. Simulation results based on the OMNeT++ tool show that the FoF-R scheme with the distributed RM structure is a promising approach to solve the survivable routing problem and it gives a good trade off between solution''s optimality and the time needed for finding a solution.
机译:从故障中快速恢复并充分利用网络容量是网络生存能力设计的两个主要目标。由于保护路径之间的共享能力,共享备份路径保护在容量利用率方面已显示出高效的作用。但是,已知问题产生的整数线性规划(ILP)公式是NP难的。本文使用称为分布式弹性矩阵(RM)的新的基于分布式矩阵的结构来解决可生存的路由问题,以捕获本地带宽使用信息。此外,提出了一种基于启发式蚂蚁的路由算法,称为“友或敌”弹性(FoF-R),用于找到最佳保护周期(即,源-目标节点对之间的两个节点不相交的路径)并进行探索。使用与净空有关的吸引和排斥功能在保护路径之间共享能力。基于OMNeT ++工具的仿真结果表明,具有分布式RM结构的FoF-R方案是解决可生存路由问题的一种有前途的方法,并且可以在解决方案的最优性和寻找解决方案所需的时间之间取得良好的平衡。 。

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