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Mapping physical topology with logical topology using genetic algorithm.

机译:使用遗传算法将物理拓扑与逻辑拓扑映射。

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With the rapid development of Internet and the increasing demand for broad bandwidth, optical network becomes more and more popular due to its high speed and huge capacity. An optical fiber can carry several light wavelengths. By assigning these wavelengths to the transmitters/receivers of optical hops, the logical topology for a physical network can be defined. The main advantage of such architecture is its reconfigurability. However, determining the best wavelength assignment and flow assignment becomes an issue. Existing approaches addressing these problems, based on optimization techniques, are unsatisfactory with large networks because of the large number of constraints.; By specifically appointing a logical topology with good properties, the exponential constraints can be avoided and a good solution can be found with much less effort. Based on this idea, a genetic algorithm is proposed to solve the problem. The objective of this study is to investigate genetic algorithm's suitability for this logical design problem. To calculate the congestion, the Alternative Path Algorithm is introduced as the objective function. New crossover strategies like Sub-graph Crossover, Cluster Crossover and Random Crossover are introduced. Different test schemes are evaluated in this thesis.; The good-gene effect, chromosome contention, and dropping coverage ratio/protection ratio phenomenon raise lots of challenges in practice. But over 90% chance of getting the optimal solution for 9-node networks makes this algorithm very attractive for further study.
机译:随着Internet的快速发展和对宽带需求的增长,光网络由于其高速和大容量而越来越受欢迎。光纤可以承载几个光波长。通过将这些波长分配给光跳的发送器/接收器,可以定义物理网络的逻辑拓扑。这种架构的主要优点是其可重新配置性。但是,确定最佳波长分配和流量分配成为一个问题。基于优化技术的现有解决这些问题的方法由于存在大量限制而不能满足大型网络的需求。通过专门指定具有良好属性的逻辑拓扑,可以避免指数约束,并且可以轻松地找到好的解决方案。基于此思想,提出了一种遗传算法来解决该问题。这项研究的目的是研究遗传算法对这个逻辑设计问题的适用性。为了计算拥塞,引入了替代路径算法作为目标函数。引入了新的交叉策略,如子图交叉,聚类交叉和随机交叉。本文对不同的测试方案进行了评估。良好的基因效应,染色体竞争以及覆盖率/保护率下降的现象在实践中提出了很多挑战。但是,获得9节点网络最优解决方案的机会超过90%,使该算法对于进一步研究非常有吸引力。

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