Towards Planning the Transformation of Overlays

Young Yoon, Nathan Robinson, Vinod Muthusamy, Sheila A. McIlraith, H. Jacobsen
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引用次数: 4

Abstract

Reconfiguring a topology is an important management technique to sustain high efficiency and robustness of an overlay. But, the problem of transforming the overlay from an old topology to a newly refined topology, at runtime, has received relatively little attention. The key challenge is to minimize the disruption that can be caused by topology transformation operations. Excessive disruption can be costly and harmful and thus it may hamper the decision to migrate to a better topology. To address this issue, we solve a problem of finding an appropriate sequence of steps to transform a topology that incurs the least service disruption. We refer to this problem as an incremental topology transformation (ITT) problem. The ITT problem can be formulated as an automated planning problem and can be solved with numerous off-the-shelf planning techniques. However, we found that state-of-the-art domain-independent planning techniques did not scale to solve large ITT problem instances. This shortcoming motivated us to develop a suite of planners that use novel domain-specific heuristics to guide the search for a solution. We empirically evaluated our planners on a wide range of topologies. Our results illustrate that our planners offer a viable solution to a diversity of ITT problems. We envision that our approach could eventually provide a compelling addition to the arsenal of techniques currently employed by the administrators of distributed overlay networks.
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关于规划叠加层的转换
重新配置拓扑结构是一种重要的管理技术,可以保持覆盖的高效率和鲁棒性。但是,在运行时将覆盖层从旧拓扑转换为新精细拓扑的问题却很少受到关注。关键的挑战是最小化拓扑转换操作可能造成的中断。过度的中断可能代价高昂且有害,因此它可能妨碍迁移到更好的拓扑结构的决策。为了解决这个问题,我们解决了一个问题,即找到适当的步骤序列来转换拓扑,从而使服务中断最少。我们把这个问题称为增量拓扑转换(ITT)问题。ITT问题可以被表述为一个自动化的规划问题,并且可以用许多现成的规划技术来解决。然而,我们发现最先进的领域独立规划技术不能扩展到解决大型ITT问题实例。这个缺点促使我们开发一套计划器,使用新颖的领域特定的启发式来指导对解决方案的搜索。我们在广泛的拓扑结构上对我们的规划者进行了经验评估。我们的研究结果表明,我们的规划者为各种ITT问题提供了可行的解决方案。我们设想,我们的方法最终可以为分布式覆盖网络管理员目前使用的技术库提供一个引人注目的补充。
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