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Near-Optimal Placement of Secrets in Graphs

Near-Optimal Placement of Secrets in Graphs
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摘要 We consider the reconstruction of shared secrets in communication networks, which are modelled by graphs whose components are subject to possible failure. The reconstruction probability can be approximated using minimal cuts, if the failure probabilities of vertices and edges are close to zero. As the main contribution of this paper, node separators are used to design a heuristic for the near-optimal placement of secrets sets on the vertices of the graph. We consider the reconstruction of shared secrets in communication networks, which are modelled by graphs whose components are subject to possible failure. The reconstruction probability can be approximated using minimal cuts, if the failure probabilities of vertices and edges are close to zero. As the main contribution of this paper, node separators are used to design a heuristic for the near-optimal placement of secrets sets on the vertices of the graph.
作者 Werner Poguntke Werner Poguntke(Fachbereich Technische Betriebwirtschaft, Fachhochschule Südwestfalen, Hagen, Germany)
出处 《Open Journal of Discrete Mathematics》 2016年第4期238-247,共10页 离散数学期刊(英文)
关键词 Graph Algorithm CUT Secret Sharing APPROXIMATION Network Design Graph Algorithm Cut Secret Sharing Approximation Network Design
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