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Network Discovery for uncertain graphs

机译:网络发现不确定图

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Network discovery involves analyzing the edge set of a graph to determine subsets of vertices that belong to a subgraph of interest. Applications include clandestine network detection and detection of botnet activity on a computer network. Network discovery performance can be degraded by uncertainty about edge existence, connection ambiguity, and confused vertex associations. This paper presents definitions and models of these different types of uncertainty, extending established models of uncertain graphs as collections of alternate hypotheses about the edge set associated with a given set of vertices. This model serves as the basis of distinct approaches to estimating graph analytic quantities whose true value is imprecisely known due to uncertainty concerning graph structure. One approach involves computing the expected value of an analytic quantity over algo-rithmically generated samples from the space of possible graph configurations. Another approach involves making computations for a single edge-weighted graph constructed to capture the overall graph uncertainty in an average sense. The proposed methods are shown to improve the performance of network discovery processing in the presence of the types of uncertainty that frequently occur in practical applications.
机译:网络发现涉及分析图的边缘集,以确定属于关注子图的顶点子集。应用程序包括秘密网络检测和计算机网络上僵尸网络活动的检测。有关边缘存在性,连接歧义性和混乱的顶点关联的不确定性可能会降低网络发现性能。本文介绍了这些不同类型不确定性的定义和模型,并将不确定性图的已建立模型扩展为与给定顶点集相关的边集的替代假设的集合。该模型用作估计图分析量的不同方法的基础,这些图分析量的真实值由于与图结构有关的不确定性而无法精确得知。一种方法涉及从可能的图形配置空间计算算法生成的样本上分析量的期望值。另一种方法涉及对单个边缘加权图进行计算,该图被构造为在平均意义上捕获总体图不确定性。在存在实际应用中经常出现的不确定性类型的情况下,所提出的方法可以改善网络发现处理的性能。

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