MOESM1 of Self-organizing scale-free patterns in a phase-modulated periodic connecting system

Tsutomu Matsunaga, Masaaki Muramatsu
2019 Figshare  
Additional file 1: Table S1a. The 20 most frequent words in the OMIM text (terms are sorted in descending order according to their frequencies). Table S1b. The 20 most frequent connections in the OMIM text (connections are sorted in descending order according to their frequencies). Figure S1. A rank-ordered frequency distribution in the OMIM text: (a) word frequency and (b) connection frequency. The least-squares fitting of the word frequency plot yields λ (scaling exponent) = 1.26 and R2 =
more » ... = 1.26 and R2 = 0.993 to obey Zipf's law. For the connection frequency plot, λ (scaling exponent) = 0.909 and R2 = 0.988 are obtained. Figure S2. Examples of distributing a resource of the phase-modulated connecting system for the case of a total of 500 balls and 250 urns (N = 500, K = 250): (a) initial setting, (b) after 0.5 million iterations, and (c) after 4.8 million iterations. The vertical bars show the number of balls in the 250 urns. The ball movements create such a heterogeneity that balls are admeasured into the three modules which are around 20, 100, and 180 of the numbered urns (b), and then a few urns with larger numbers of balls have co-appeared (c).
doi:10.6084/m9.figshare.7807628 fatcat:grtxe3jgu5envks4vp427zfa4i