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On-line survivable routing in WDM networks

机译:WDM网络中的在线可生存路由

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In WDM networks, survivable routing and wavelength assignment (SRWA) involves assigning link-disjoint primary and backup lightpaths. In the on-line SRWA problem, a sequence of requests arrive and each request is either accepted or rejected based only on the input sequence seen so far. For special networks, we establish on-line algorithms with constant and logarithmic competitive ratios. It is not possible to obtain good competitive ratios in general topologies. Hence, we propose heuristic schemes and evaluate their performance by way of simulations. The building blocks in these schemes are 2-approximation algorithms (MSA and ESA) that we establish for the minimum disruption link-disjoint paths (MDLDP) problem. These approximations require far less memory and computation time than the best-known exact solution of the MDLDP problem. We use these three algorithms as heuristics for the on-line SRWA problem for infinite and finite duration requests and we show that, in terms of on-line performance, our algorithms do as well as (even at times better than) the exact algorithm of the MDLDP problem. We also provide an exact ILP formulation to solve the infinite duration off-line SRWA problem.
机译:在WDM网络中,可生存的路由和波长分配(SRWA)涉及分配链路不相交的主光路和备用光路。在在线SRWA问题中,一系列请求到达,并且仅根据到目前为止看到的输入序列来接受或拒绝每个请求。对于特殊网络,我们建立具有恒定和对数竞争比的在线算法。在一般拓扑中不可能获得良好的竞争比。因此,我们提出了启发式方案,并通过仿真评估了它们的性能。这些方案中的构件是我们为最小中断链路-不相交路径(MDLDP)问题建立的2-近似算法(MSA和ESA)。与MDLDP问题的最精确解决方案相比,这些近似方法所需的内存和计算时间少得多。我们将这三种算法用作针对无限和有限持续时间请求的在线SRWA问题的试探法,并且我们证明,就在线性能而言,我们的算法在性能上甚至优于(甚至有时优于)精确算法。 MDLDP问题。我们还提供了精确的ILP公式来解决无限持续时间的离线SRWA问题。

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