
The group averaged cumulative degree distributions from (a) TBI at Time 1 and (b) Time 2 on double logarithmic scale. The solid curves are the best fitting stretched exponential function
to the averaged cumulative degree distributions ranging from degree k = 30 to 80. The value of fitting parameter
was 3.65±0.41 for TBI at Time 1 and 4.58±0.18 for Time 2, respectively. For Control group, the value of
was 4.78±0.16.
Results here indicate that recovery from TBI is associated with three important changes in resting networks: 1) a reduction in the number of highly significant connections in the overall network (strength S), or reduced “cost”, but little to no change in the number of connections, or sparsity; 2) a transition of the degree distribution from a power law with exponential decay at three months post injury to a stretched exponential decay at six months post injury; 3) increasing “small-worldness” during recovery, but residually diminished small-worldness compared to the HC sample.
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