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A Quality of Service Anycast Routing Algorithm Based on Improved Ant Colony Optimization

机译:一种基于改进蚁群优化的任播路由算法服务质量

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—Quality of Service (QoS) anycast routing problem is a nonlinear combination optimization problem, which is proved to be a NP-complete problem, at present, the problem can be prevailingly solved by heuristic methods. Ant colony optimization algorithm (ACO) is a novel random search algorithm. On the one hand, it does not depend on the specific mathematical description, on the other hand, which has the advantages of robust, positive feedback, distributed computing. Consequently, ACO has been widely used in solving combinatorial optimization problems. However, the basic ACO has several shortcomings that the convergence rate is slow and it’s easily to stuck in local optimum for solving QoS anycast routing problem. In this paper, the basic ACO has been improved, firstly, iteration operator is introduced in the node selection, which can make the node selection strategy is adjusted dynamically with the iteration. Secondly, pheromone evaporation coefficient is adjusted adaptively according to the distribution of ant colony. Finally, according to the evolutionary speed of the population, the premature convergence is estimated. The mutation and secondary ant colony operation is introduced, which can make the algorithm successfully to escape from local optima, and can rapidly approximate to the global optimum. Simulation results show that the algorithm has preferable global search ability and can effectively jump out of local optimum and rapidly converge to the global optimal solution. Thereby, the algorithm is feasible and effective.
机译:- 服务的质量(QoS)yourcast路由问题是非线性组合优化问题,其目前被证明是NP完整问题,问题可以通过启发式方法普遍解决。蚁群优化算法(ACO)是一种新型随机搜索算法。一方面,另一方面,它不依赖于特定的数学描述,其具有稳健,正反馈,分布式计算的优点。因此,ACO已被广泛用于解决组合优化问题。但是,基本ACO有几个缺点,收敛速度速度很慢,并且很容易陷入局部最佳,以解决QoS QoS yourcast路由问题。在本文中,基本ACO已经提高,首先,在节点选择中引入了迭代运算符,可以使节点选择策略随着迭代动态调整。其次,根据蚁群的分布,自适应地调节信息素蒸发系数。最后,根据人群的进化速度,估计过早的收敛性。介绍了突变和次级蚁群操作,这可以使算法成功地从本地OptimA逃脱,并且可以迅速地近似于全局最优。仿真结果表明,该算法具有优选的全球搜索能力,可以有效地跳出局部最佳,并迅速收敛到全局最优解决方案。因此,该算法是可行且有效的。

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