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Survivable IP Over WDM: An Efficient Mathematical Programming Problem Formulation

机译:WDM上的可生存IP:一种有效的数学编程问题公式

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The problem of laying out a survivable IP network over a WDM network isconsidered. The links of the IP network are realized by unprotected lightpaths of the WDMnetwork, and the lightpaths must be routed so that the IP network remains connected after anyfault. Crochat and Le Boudec [2] introduced the problem for the case of single fiber-linkfailures, and Modiano and Narula-Tam [5] provided an integer linear programming problem(ILP) formulation. However, the ILP is difficult to solve. An alternative mixed integer linearprogramming (MILP) problem is provided that is easier to solve. In experiments, the runtimes of the MILP can be much faster. Variations of the MILP are also discussed that allowlightpaths to be protected, and can incorporate shared risk link groups.
机译:考虑了在WDM网络上布置可生存的IP网络的问题。 IP网络的链路由WDM网络的不受保护的光路实现,并且必须对光路进行路由,以便IP网络在发生任何故障后仍保持连接状态。 Crochat和Le Boudec [2]提出了单光纤链路故障的问题,而Modiano和Narula-Tam [5]提供了整数线性规划问题(ILP)公式。但是,ILP很难解决。提供了一个更容易解决的替代混合整数线性编程(MILP)问题。在实验中,MILP的运行时间可以更快。还讨论了MILP的变体,这些变体允许保护光路,并且可以合并共享的风险链接组。

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  • 会议地点 Monticello IL(US)
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    Dept Elect. Engg. University of Hawaii 2540 Dole Street Honolulu HI 96822 USA zqdeng@spectra.eng.hawaii.edu;

    Dept Elect. Engg. University of Hawaii 2540 Dole Street Honolulu HI 96822 USA sasaki@spectra.eng.hawaii.edu;

    Fujitsu Laboratories of America 595 Lawrence Expressway Sunnyvale CA 94086-3922 USA csu@fla.fujitsu.com;

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