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On Computing the Hyperbolicity of Real-World Graphs
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由 M Borassi 著作2015被引用 43 次 — In this paper, we provide a new and more efficient algorithm: although its worst-case complexity is O(n4), in practice it is much faster, ...
(PDF) On Computing the Hyperbolicity of Real-World Graphs
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2024年12月10日 — ... The study of hyperbolicity of graphs is motivated by the fact that many real-world graphs are tree-like from a metric point of view [1,2, 4] ...
On Computing the Hyperbolicity of Real-World Graphs
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由 M Borassi 著作2015被引用 43 次 — Computing the hyperbolicity of a graph can be very time consuming: indeed, the best available algorithm has running-time , which is clearly ...
On Computing the Hyperbolicity of Real-World Graphs
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由 M Borassi 著作2015被引用 43 次 — Computing the hyperbolicity of a graph can be very time consuming: indeed, the best available algorithm has running-time O(n^{3.69}), which is clearly ...
On Computing the Hyperbolicity of Real-World Graphs
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由 M Borassi 著作2015被引用 43 次 — We experimentally show that our new algorithm drastically outperforms the best previously available algorithms, by analyzing a big dataset of real-world ...
On Computing the Gromov Hyperbolicity - ACM Digital Library
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The Gromov hyperbolicity is an important parameter for analyzing complex networks which expresses how the metric structure of a network looks like a tree.
On Computing the Gromov Hyperbolicity | Request PDF
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2024年10月22日 — The Gromov hyperbolicity is an important parameter for analyzing complex networks which expresses how the metric structure of a network ...
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On computing the hyperbolicity of real-world graphs. M Borassi, D Coudert, P Crescenzi, A Marino. Algorithms-ESA 2015: 23rd Annual European Symposium, Patras, ...
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On the hyperbolicity of bipartite graphs and intersection ...
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由 D Coudert 著作2016被引用 22 次 — The purpose of this paper is to bound the hyperbolicity of some classes of graphs that are defined in terms of graph operators.
Computing the Gromov Hyperbolicity of Graphs - David Coudert
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Computing the Gromov Hyperbolicity of Graphs. Definition. The hyperbolicity of a graph G has been defined by Gromov [Gromov87] as the smallest δ such that ...
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