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Learning Network Structure from Passive Measurements

机译:从被动测量学习网络结构

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The ability to discover network organization, whether in the form of explicit topology reconstruction or as embeddings that approximate topological distance, is a valuable tool. To date, network discovery has been based on active measurements. However, it is feasible to envision passive discovery of network topology and distance, simply by monitoring packet traffic. Unfortunately, the lack of explicit control over the choices of which endpoints are measured means that passive network discovery must deal with the problem of missing information. We consider one such example, namely reconstructing embeddings and some network structure information from unwanted network traffic captured at a set of honeypots. We develop a number of algorithms for reconstruction of missing measurements. Our algorithms use insights derived from the known topology of the Internet as well as local imputation techniques from approximation theory. We characterize the degree to which missing information can be reconstructed and show that a limited but useful amount of reconstruction is possible, allowing the recovery of network embeddings and some topological relationships from passively collected data.
机译:发现网络组织的能力,无论是以明确的拓扑重建还是近似拓扑距离的嵌入式,都是一个有价值的工具。迄今为止,网络发现基于活动测量。但是,只要通过监视数据包流量,可以识别网络拓扑和距离的被动发现是可行的。不幸的是,对测量端点的选择缺乏明确控制意味着被动网络发现必须处理缺少信息的问题。我们考虑一个这样的示例,即重建嵌入的嵌入物和一些网络结构信息,从一组蜜孔捕获的不需要的网络流量中。我们开发了许多用于重建缺失测量的算法。我们的算法使用来自互联网拓扑的洞察以及来自近似理论的局部归档技术。我们表征了可以重建缺失信息的程度,并显示有限但有用的重建量是可能的,从而允许从被动收集的数据中恢复网络嵌入和一些拓扑关系。

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