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. 2017 May 31;38(8):4169–4184. doi: 10.1002/hbm.23656

Table 2.

Rich club analysis of network components

Component Number of edges Rich edges Richness a P Local edges Localitya P
A 2549 780 1.34 0.001a 658 1.00 0.418
B 788 115 0.64 1.000 223 1.10 0.035
C 530 61 0.50 1.000 152 1.12 0.059
D 605 155 1.12 0.049 134 0.87 0.987
E 1119 434 1.69 0.001a 158 0.55 1.000
F 835 238 1.25 0.001a 169 0.79 1.000
G 1583 396 1.09 0.015 333 0.82 1.000
H 757 160 0.92 0.882 211 1.08 0.071
I 520 155 1.30 0.001a 119 0.89 0.917
J 623 73 0.51 1.000 193 1.21 0.001a
K 1400 293 0.91 0.967 309 0.86 1.000
L 628 86 0.60 1.000 210 1.30 0.001a
M 576 44 0.33 1.000 254 1.71 0.001a
N 535 119 0.97 0.612 103 0.75 1.000
O 761 93 0.53 1.000 316 1.62 0.001a
P 710 161 0.99 0.540 184 1.01 0.446
Q 498 111 0.98 0.599 153 1.19 0.007
R 342 70 0.89 0.830 94 1.07 0.236
S 572 132 1.01 0.425 120 0.82 0.999
T 599 157 1.15 0.019 132 0.86 0.987
U 481 41 0.37 1.000 120 0.97 0.648
V 345 55 0.70 0.999 100 1.13 0.073

aNumber of edges compared to 1,000 random networks of the same size.

a

Significant at P = 0.001.