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ARIES: a rearrangeable inexpensive edge-based on-line Steiner algorithm

机译:ARIES:一种可重排的廉价,基于边缘的在线Steiner算法

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In this paper, we propose and evaluate ARIES, a heuristic for updating multicast trees dynamically in large point-to-point networks. The algorithm is based on monitoring the accumulated damage to the multicast tree within local regions of the tree as nodes are added and deleted, and triggering a rearrangement when the number of changes within a connected subtree crosses a set threshold. We derive an analytical upper-bound on the competitiveness of the algorithm. We also present simulation results to compare the average-case performance of the algorithm with two other known algorithms for the dynamic multicast problem, GREEDY and EBA (edge-bounded algorithm). Our results show that ARIES provides the best balance among competitiveness, computational effort, and changes in the multicast tree after each update.
机译:在本文中,我们提出并评估了ARIES,这是一种在大型点对点网络中动态更新多播树的启发式方法。该算法基于在添加和删除节点时监视对树的局部区域内的多播树的累积破坏,并在连接的子树内的更改数量超过设置的阈值时触发重新排列。我们得出了算法竞争力的分析上限。我们还提供了仿真结果,以比较该算法的平均情况性能与动态组播问题的其他两个已知算法GREEDY和EBA(边缘有界算法)。我们的结果表明,每次更新后,ARIES可以在竞争力,计算量和多播树的更改之间实现最佳平衡。

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