A generative model for bipartite gene-sharing networks
Jaime Iranzo, Pedro J\'odar, Eugene V. Koonin, Susanna Manrubia, Jos\'e A. Cuesta

TL;DR
This paper introduces a mechanistic model explaining the degree distributions in bipartite gene-sharing networks, capturing key evolutionary processes like gene transfer, gain, loss, and emergence.
Contribution
It provides an analytical and simulation-based framework that reproduces empirical degree distributions in gene-sharing networks with only two parameters.
Findings
Model accurately fits empirical data from viruses and prokaryotes.
Gene gain dominates viral evolution, as shown by model fit.
Analytical expressions match observed power-law and exponential distributions.
Abstract
Gene-sharing networks provide a powerful framework to study the evolution of viruses and mobile genetic elements. These bipartite networks, which link genes to the genomes that contain them, exhibit characteristic degree distributions: a scale-free distribution for genes and an exponential-like decay for genomes. Here, we propose a mechanistic model that explains these patterns through fundamental evolutionary processes including horizontal gene transfer, capture of new genes, emergence of new genomes, and gene loss. Using a mean-field approximation, we derive analytical expressions for the asymptotic gene and genome degree distributions, recapitulating a power-law distribution for genes and an exponential distribution for genomes. Numerical simulations validate these predictions and yield parameter values that closely fit empirical data from dsDNA viruses, RNA viruses, and prokaryotic…
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