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ILP Formulation for Monitoring-Cycle Construction Using Segment Routing

机译:使用段路由的监视周期构建的ILP公式

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A monitoring-cycle can be easily implemented using segment routing and subject to a given maximum segment list size. In this paper, we propose the first ILP formulation (ILP1) to optimally solve the problem of covering every link in the network using monitoring-cycles and with minimum cycle cover length. To further conserve network bandwidth, we extend ILP1 to jointly minimize the total segment list size needed (ILP2). Since the time required to detect a network failure is affected by the longest cycle, we also extend ILP1 to jointly minimize the length of the longest cycle (ILP3). Finally, since all the existing network monitoring algorithms need to maintain a dedicated monitoring topology, we evaluate the gain brought by the monitoring topology using our ILPs. We found that the gain is limited, therefore we argue that maintaining a dedicated monitoring topology for monitoring-cycle construction is unnecessary.
机译:监视周期可以使用段路由轻松实现,并遵循给定的最大段列表大小。在本文中,我们提出了第一个ILP公式(ILP1),以最佳地解决使用监视周期并以最小的周期覆盖长度覆盖网络中每个链路的问题。为了进一步节省网络带宽,我们扩展了ILP1以共同最小化所需的总段列表大小(ILP2)。由于检测网络故障所需的时间受最长周期的影响,因此我们也扩展了ILP1以共同最小化最长周期(ILP3)的长度。最后,由于所有现有的网络监视算法都需要维护专用的监视拓扑,因此我们使用ILP评估监视拓扑带来的收益。我们发现增益是有限的,因此我们认为不需要为监视周期构建维护专用的监视拓扑。

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