Near-Deterministic Inference of AS Relationships

Udi Weinsberg, Y. Shavitt, Eran Shir
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Abstract

This paper aims to improve on existing methods by providing a near-deterministic inference scheme (ND-ToR ) for solving the ToR problem. The input for ND-ToR is the Internet Core, a sub-graph that consists of the globally top-level providers of the Internet and their interconnecting links with their already inferred relationship types. Theoretically, given an accurately classified core, the algorithm deterministically infers most of the remaining AS relationships using the AS-level paths relative to this core, without incurring additional inference errors. In real-world scenarios, where the core and AS-level paths can contain errors (due to misconfigurations or measurements mistakes), the algorithm introduces minimal inference mistakes. We show that ND-ToR has relaxed requirements from the core, and proves to be robust under changes in its definition, size and density.
AS关系的近确定性推断
本文旨在改进现有方法,提出一种求解ToR问题的近确定性推理方案(ND-ToR)。ND-ToR的输入是Internet Core,这是一个子图,由全球顶级的Internet提供者及其相互连接的链接和已经推断的关系类型组成。理论上,给定一个准确分类的核心,该算法使用相对于该核心的AS级路径确定地推断出大多数剩余的AS关系,而不会产生额外的推理错误。在实际场景中,核心和as级路径可能包含错误(由于配置错误或测量错误),该算法引入的推理错误最小。我们证明了ND-ToR对核心的要求较低,并且在其定义,尺寸和密度的变化下证明了它的鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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