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Survivable routing meets diversity coding

机译:可生存的路由符合分集编码

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摘要

Survivable routing methods have been thoroughly investigated in the past decades in transport networks. However, the proposed approaches suffered either from slow recovery time, poor bandwidth utilization, high computational or operational complexity, and could not really provide an alternative to the widely deployed single edge failure resilient dedicated 1 + 1 protection approach. Diversity coding is a candidate to overcome these difficulties with a relatively simple technique: dividing the connection data into two parts, and adding some redundancy at the source node. However, a missing link to make diversity coding a real alternative to 1+1 in transport networks is finding its minimum cost survivable routing, even in sparse topologies, where previous approaches may fail. In this paper we propose a polynomial-time algorithm with O(|V||E| log |V|) complexity for this routing problem. On the other hand, we show that the same routing problem turns to be NP-hard as soon as we limit the forwarding capabilities of some nodes and the capacities of some links of the network. © 2015 IFIP.
机译:在过去的几十年中,已经在传输网络中对可生存的路由方法进行了深入研究。然而,所提出的方法遭受恢复时间慢,带宽利用率差,计算或操作复杂性高的问题,并不能真正提供广泛部署的单边缘故障弹性专用1 +1保护方法的替代方案。分集编码可以通过一种相对简单的技术来克服这些困难:将连接数据分为两部分,并在源节点处添加一些冗余。但是,即使在稀疏拓扑结构中(以前的方法可能会失败),仍缺少一条链路来使分集编码成为1 + 1传输网络的真正替代方案,即使在稀疏拓扑结构中,它也能找到成本最低的可生存路由。在本文中,我们针对此路由问题提出了一种O(| V || E | log | V |)复杂度的多项式时间算法。另一方面,我们表明,只要限制某些节点的转发能力和网络某些链路的能力,相同的路由问题就变成了NP难题。 ©2015 IFIP。

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