A generative model for protein contact networks
Lorenzo Livi, Enrico Maiorino, Alessandro Giuliani, Antonello Rizzi,, Alireza Sadeghian

TL;DR
This paper introduces a new generative model for protein contact networks that better captures their spectral and topological properties, with improvements achieved through a targeted edge reconfiguration process.
Contribution
The paper proposes a novel generative model for protein contact networks and demonstrates its superiority in spectral and topological similarity over existing models, including a reconfiguration step.
Findings
The model improves approximation of diffusion properties.
Reconfiguration enhances shortest path structure.
Modularity is an emergent property, not a defining feature.
Abstract
In this paper we present a generative model for protein contact networks. The soundness of the proposed model is investigated by focusing primarily on mesoscopic properties elaborated from the spectra of the graph Laplacian. To complement the analysis, we study also classical topological descriptors, such as statistics of the shortest paths and the important feature of modularity. Our experiments show that the proposed model results in a considerable improvement with respect to two suitably chosen generative mechanisms, mimicking with better approximation real protein contact networks in terms of diffusion properties elaborated from the Laplacian spectra. However, as well as the other considered models, it does not reproduce with sufficient accuracy the shortest paths structure. To compensate this drawback, we designed a second step involving a targeted edge reconfiguration process. The…
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