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首页> 外文期刊>IEEE Journal on Selected Areas in Communications >Lightpath arrangement in survivable rings to minimize the switchingcost
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Lightpath arrangement in survivable rings to minimize the switchingcost

机译:可生存的环中的光路布置可最大程度地降低切换成本

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This paper studies the design of low-cost survivablenwavelength-division-multiplexing (WDM) networks. To achievensurvivability, lightpaths are arranged as a set of rings. Arrangement innrings is also necessary to support SONET/SDH protection schemes such asn4FBLSR above the optical layer. This is expected to be the most commonnarchitecture in regional (metro) networks. We assume that we are given anset of lightpaths in an arbitrary network topology and aim at finding anpartition of the lightpaths to rings adding a minimum number ofnlightpaths to the original set. The cost measure that we considern(number of lightpaths) reflects the switching cost of the entirennetwork. In the case of a SONET/SDH higher layer, the number ofnlightpaths is equal to the number of add-drop multiplexers (ADMs) (sincentwo subsequent lightpaths in a ring can share an ADM at the commonnnode). We prove some negative results on the tractability andnapproximability of the problem and provide an approximation algorithmnwith a worst case approximation ratio of 8/5. We study some specialncases in which the performance of the algorithm is improved. A similarnproblem was introduced, motivated, and studied by Liu, Li, Wan andnFrieder (see Proc. INFOCOM 2000, p.1020-1025, 2000) Gerstel, Lin andnSasaki, (see Proc. IEEE INFOCOM '98, p. 94-101, 1998)(where it wasntermed minimum ADM problem). However, these two works focused on a ringntopology while we generalize the problem to an arbitrary networkntopology
机译:本文研究了低成本的可生存波分复用(WDM)网络的设计。为了实现生存能力,光路被安排为一组环。为了支持SONET / SDH保护方案(例如,光学层上方的n4FBLSR),也必须进行安排。预计这将是区域(地铁)网络中最常见的体系结构。我们假设给定了任意网络拓扑中的光路径集合,旨在寻找将光路径分配给环的部分,并向原始集合中添加最少数量的光路径。我们考虑的成本度量(光路径数)反映了整个网络的交换成本。在SONET / SDH较高层的情况下,光路径的数量等于分插复用器(ADM)的数量(环中有两个连续的光路径可以在公共节点共享一个ADM)。我们证明了该问题的可处理性和不可约性的一些负面结果,并提供了一种最坏情况下的近似率为8/5的近似算法。我们研究了一些改进算法性能的特殊情况。 Liu,Li,Wan和nFrieder引入,激发并研究了类似的问题(请参见Proc。INFOCOM 2000,第1020-1025页,2000年)Gerstel,Lin和nSasaki,(请参见Proc。IEEE INFOCOM '98,第94-101页) (1998年)(当时被称为最小ADM问题)。但是,这两项工作都集中在环形拓扑上,而我们将问题概括为任意网络拓扑

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