algoritmosemgrafos

Consider a simple scale-free network generated through a configuration model with degree exponent  γ = 2.4, minimum degree   kₘᵢₙ = 1, and N = 10⁴ nós. Suppose that the maximum degree is limited by the structural cutoff kₛ ~ N¹ᐟ², and that the empirical degree correlation function follows kₙₙ(k) ~ kᵘ. Based on this scenario, select the correct statement : A) The exponent μ < 0 arises solely from dynamic preferential attachment, since the configuration model preserves assortativity by construction. B) Even though the configuration model is uncorrelated in principle, finite-size effects and the structural cutoff impose an effective dissortativity, resulting in μ < 0. C) Increasing N while maintaining the same γ leads to stronger assortativity, because kₛ grows sublinearly with N. D) Networks with γ < 3 cannot exhibit dissortative mixing, since their hubs dominate the connectivity pattern, forcing μ > 0. E) None of the above. Original idea by: Giancarlo M...