Ginestra Bianconi Codes

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Codes for Multiplex Networks

  • NULL-MODEL-OF-MULTIPLEX-NETWORK-WITH-MULTILINKS
    Ginestra Bianconi,
    Statistical Mechanics of Multiplex Networks: Entropy and Overlap
    Phys. Rev. E 87,062806 (2013)

  • MULTIPLEX-NETWORK-MODELS
    Ginestra Bianconi,
    Statistical Mechanics of Multiplex Networks: Entropy and Overlap
    Phys. Rev. E 87,062806 (2013)
    Vincenzo Nicosia, Ginestra Bianconi,Vito Latora and Marc Barthelemy
    Growing multiplex networks
    Phys. Rev. Lett. 111,058701 (2013)
    V. Nicosia, G. Bianconi, V. Latora, M. Barthelemy,
    Nonlinear growth and condensation in multiplex networks, Phys. Rev. E 90, 042807 (2014).

  • WEIGHTED-MULTIPLEX-ENSEMBLES
    Giulia Menichetti, Daniel Remondini, Pietro Panzarasa, Raul J. Mondragon and Ginestra Bianconi
    Weighted Multiplex Networks
    PloSOne 9 e97857 (2014)
    G. Menichetti, D. Remondini, G. Bianconi,
    Correlation between weights and overlap in ensembles of weighted multiplex networks,
    Phys. Rev. E 90, 062817 (2014).

  • MULTIPLEX-PAGERANK
    Arda Halu, Raul J. Mondragon, P. Panzarasa and Ginestra Bianconi,
    Multiplex PageRank
    PloS One 8,e78293 (2013)
    J. Iacovacci and G.Bianconi,
    Extracting information from multiplex networks
    Chaos: An Interdisciplinary Journal of Nonlinear Science, 26, 065306 (2016).

  • FUNCTIONAL-MULTIPLEX-PAGERANK
    J. Iacovacci,C. Rahmede, Alex Arenas and G.Bianconi,
    Functional Multiplex PageRank
    arxiv:1608.0628 (2016).

  • Codes for Simplicial Complexes

  • EMERGENT COMPLEX NETWORK GEOMETRY
    Z. Wu,G. Menichetti,C. Rahemde and G.Bianconi,
    Scientific Reports 5, 10073 (2015).

  • NETWORK GEOMETRY WITH FLAVOR
    G. Bianconi and C. Rahmede,
    Network geometry with flavor:from complexity to quantum geometry
    Physical Review E 93, 032315 (2016).

  • ENSEMBLES OF SIMPLICIAL COMPLEXES
    G. Bianconi and C. Rahmede,
    O. T. Courtney and G. Bianconi,
    Generalized network structures: The configuration model and the canonical ensemble of simplicial complexes
    Phys. Rev. E 93, 062311 (2016).
  • Codes for Theta indicator and entropy of single networks

  • ENTROPY-OF-NETWORK-AND-THETA-INDICATOR
    G.Bianconi,P. Pin and M. Marsili
    Assessing the relevance of node features for network structure,
    Proceedings of the National Academy of Science 106, 11433 (2009).