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Optimal dedicated protection approach to shared risk link group failures using network coding

机译:使用网络编码的共享风险链接组故障的最佳专用保护方法

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Survivable routing serves as a key role in connection-oriented communication networks for achieving desired service availability for each connection. This is particularly critical for the success of all-optical mesh networks where each lightpath carries a huge amount of data. Currently, 1+1 dedicated path protection appears to be the most widely deployed network resilience mechanism because it offers instantaneous recovery from network failures. However, 1+1 protection consumes almost twice as much capacity as required, which imposes a stringent constraint on network resource utilization. In addition, finding an SRLG-disjoint path is essential for 1+1 protection, which is nonetheless subject to non-trivial computation complexity and may fail in some SRLG scenarios. To address these problems, we introduce a novel framework of 1+1 protection, called Generalized Dedicated Protection (GDP), for achieving instantaneous recovery from any SRLG failure event. It is demonstrated, that finding a non-bifurcated optimal solution for GDP is NP-complete. Thus, the paper presents a novel scheme applying Generalized Dedicated Protection and Network Coding (GDP-NC) to ensure both optimal resource utilization among dedicated protection approaches and instantaneous recovery for single unicast flows, which can be split into multiple parts in all-optical networks. We demonstrate that the proposed GDP-NC survivable routing problem is polynomial-time solvable, owing to the ability to bifurcate flows. This flexibility comes at the expense of additional hardware for linear combination operations for the optical flows.
机译:可生存的路由在面向连接的通信网络中起到关键作用,以实现每个连接所需的服务可用性。这对于每条光路携带大量数据的全光网状网络的成功至关重要。当前,1 + 1专用路径保护似乎是部署最广泛的网络弹性机制,因为它可以从网络故障中即时恢复。但是,1 + 1保护消耗的容量几乎是所需容量的两倍,这对网络资源利用率施加了严格的约束。此外,找到SRLG不相交的路径对于1 + 1保护是必不可少的,尽管如此,它仍然受到不小的计算复杂度的影响,并且在某些SRLG方案中可能会失败。为了解决这些问题,我们引入了一种新型的1 + 1保护框架,称为通用专用保护(GDP),以实现从任何SRLG故障事件的即时恢复。结果表明,找到一个非分叉的GDP最优解是NP完全的。因此,本文提出了一种应用通用专用保护和网络编码(GDP-NC)的新方案,以确保专用保护方法之间的最佳资源利用和单个单播流的瞬时恢复,可以在全光网络中将其分为多个部分。我们证明了提议的GDP-NC可生存路由问题是多项式时间可解的,这是由于能够将流量分叉。这种灵活性是以光流的线性组合操作的附加硬件为代价的。

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