Jun 25, 2015 · We study typical distances in a geometric random graph on the hyperbolic plane. Introduced by Krioukov et al.~\cite{ar:Krioukov} as a model for complex ...
Typical distances in a geometric model for complex networks
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Aug 15, 2017 · We study typical distances in a geometric random graph on the hyperbolic plane. Introduced by Krioukov et al. as a model for complex ...
Aug 4, 2017 · Abstract. We study typical distances in a geometric random graph on the hy- perbolic plane. Introduced by Krioukov et al.
The theme of this paper is the study of typical distances in a random graph model that was introduced by Krioukov et al. and envisages basic properties of ...
... Typical distances in a geometric model for complex networks}, volume=1, author={Abdullah, Mohammed Amin and Fountoulakis, Nikolaos and Bode, Michel ...
For instance, computing the most typical shortest path measure (e.g. via Dijkstra's algorithm), where the path length is the sum of the constituent edge weights.
This mapping interprets edges in a network as non-interacting fermions whose energies are hyperbolic distances between nodes, while the auxiliary fields coupled ...
Sep 9, 2010 · Hyperbolic distances between nodes appear as ener- gies of corresponding edges distributed according to Fermi-. Dirac statistics. In this ...
May 18, 2021 · A geometric branching growth model that generates a multiscale unfolding of the network by using a combination of branching growth and a hidden metric space ...
Aug 4, 2008 · The distance between these matrices depends on both the network topologies and the adopted node numberings. While the numbering of one network ...