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An optimal routing search method on the network routing problem using the sequential minimal optimization

机译:使用顺序最小优化的网络路由问题的最优路由搜索方法

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The network routing problem is one of important problems to consider behaviors of multiple flows on a network with traffic. Some network routing problems can be classified into the selfish routing game in which the behaviors of the flows are competitive and the optimal routing problem in which the behaviors of the flows are cooperative. This study focuses on the optimal routing problem. The optimal routing problem is formulated as an optimization problem with a linear equality constraint and lower limit constraints. The learning problem of the support vector machine (SVM) is formulated as an optimization problem with a linear equality constraint and upper and lower limit constraints. The sequential minimal optimization (SMO) is one of the fast solvers for the learning problem. SMO can be applied to solve the optimal routing problem. This study proposes a new fast optimal routing search method using SMO. In the numerical experiments, the effectiveness of the proposed method on the computational cost is verified with the comparison to the search method using the replicator dynamics.
机译:网络路由问题是考虑具有流量的网络上多个流的行为的重要问题之一。一些网络路由问题可以分类为自私的路由博弈,其中流的行为是竞争性的,而最优路由问题是流的行为是协作的。这项研究的重点是最优路由问题。最优路由问题被表述为具有线性等式约束和下限约束的优化问题。支持向量机(SVM)的学习问题被表述为具有线性等式约束和上限和下限约束的优化问题。顺序最小优化(SMO)是学习问题的快速解决方案之一。 SMO可用于解决最佳路由问题。这项研究提出了一种新的使用SMO的快速最优路由搜索方法。在数值实验中,通过与使用复制器动力学的搜索方法进行比较,验证了所提方法在计算成本上的有效性。

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