The avalanche-size exponent, τ, and the avalanche-dimension, D, for networks with nodes’ out-degrees drawn from a truncated scale free distribution with exponent γ = 2.5, 3.0, 3.5, see Fig 3(c) for the data collapse.
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https://figshare.com/articles/dataset/_The_avalanche_size_exponent_964_and_the_avalanche_dimension_D_for_networks_with_nodes_out_degrees_drawn_from_a_truncated_scale_free_distribution_with_exponent_947_2_5_3_0_3_5_see_Fig_3_c_for_the_data_collapse_/1613074
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The central limit theorem ensures the distribution of in-degrees is Gaussian. Within error bars, both scaling exponents are consistent with the mean-field model τ = 3/2 and D = 2.
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2015-12-03
