最小干扰重路由以优化带宽使用

H. Duong, B. Jaumard, D. Coudert
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引用次数: 0

摘要

动态流量会导致带宽碎片化,严重影响网络性能,阻塞率增加,带宽利用率降低。当在光网络的第三层重新路由流量流时,网络运营商对最小化干扰以满足其服务水平协议感兴趣。因此,他们转向了先造后破(MBB)模式。在本文中,我们重新审视MBB重路由,目标是确定重路由序列规划,使重路由数量最小化,以最大限度地减少资源使用。我们提出了一个dantzigg - wolfe分解数学模型来解决这个复杂的路由问题。我们引导多重或并行重路由如何减少重路由事件的总体最小数量(最短的makespan),并实现最佳的资源使用。数值结果为这个问题带来了有趣的见解,并显示计算时间比目前的技术状态减少了大约一个数量级。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Minimum Disturbance Rerouting to Optimize Bandwidth Usage
Dynamic traffic leads to bandwidth fragmentation, which drastically reduces network performance, resulting in increased blocking rate and reduced bandwidth usage.When rerouting traffic flows at Layer 3 of an optical network, network operators are interested in minimizing the disturbances in order to satisfy their Service Level Agreements. Therefore, they turn to the Make-Before-Break (MBB) paradigm.In this paper, we revisit MBB rerouting with the objective of identifying the reroute sequence planning that minimizes the number of reroutes in order to minimize the resource usage.We propose a Dantzig-Wolfe decomposition mathematical model to solve this complex rerouting problem. We instigate how multiple or parallel rerouting reduces the overall minimum number of rerouting events (shortest makespan), and achieve the best resource usage. Numerical results bring interesting insights on that question and show a computational time reduction by about one order of magnitude over the state of the art.
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