WDM光网络中K对不相交路径保护算法

Q. V. Phung, D. Habibi, H. Nguyen, K. Lo
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引用次数: 13

摘要

波分复用(WDM)光网络中的生存性路由问题已被证明是np困难问题。在解决该问题的现有方法中,计算时间和解决方案的最优性之间存在权衡。现有的纯粹基于图算法的启发式方法在计算时间上是有效的,但不能提供最优解,并且在某些情况下即使存在解也可能失败。同时,整数线性规划(ILP)模型提供了最优解,但即使在中等规模的网络中也难以解决。本文介绍了一种寻找K对不相交路径的新算法,这些路径作为ILP模型中每个连接的K对候选路径。我们引入了一个专用路径保护的ILP模型,其中决策变量的数量主要取决于流量请求和常数K,而不是网络大小
本文章由计算机程序翻译,如有差异,请以英文原文为准。
K Pairs of Disjoint Paths Algorithm for Protection in WDM Optical Networks
Survivable routing in wavelength division multiplexing (WDM) optical networks has been proven to be NP-hard problem. There is a trade-off between the computational time and the optimality of solutions in existing approaches to the problem. Existing heuristic approaches purely based the graph algorithms are efficient in computational time but do not offer optimal solutions and may fail in some cases even when a solution exists. Meanwhile, the integer linear programming (ILP) models offer optimal solutions but are intractable even with moderate scale networks. In this paper, we introduce a new algorithm for finding K pairs of disjoint paths which are employed as K candidate pairs for each connection in the ILP models. We introduce an ILP model for dedicated path protection in which the number of decision variables is mainly dependant on traffic requests and the constant K, not on the network size
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