Epidemics simulations on the “Dynamic Romantic network”.

<p>(A) Final fraction of non-infected subjects as a function of the infective time and the infection probability (white region means almost no infection); (B) distribution of infection size (fraction of total ever infected) depending on the seed subject; (C) histogram of the distribution (B); (D) average infection size (fraction of total ever infected) vs. the number of seeds; (E) fraction of infected subjects vs time; different runs with different seeds in gray, average in black; (F) average number of infected subjects vs time, comparison between dynamic network and static network with different dynamics rules. Each point of the curve is the result of an average over 200 independent runs. In figures B–F and (notice however that figure A shows that for such value of the dependence on is weak above ).