Table 1:
The minimum number of nodes (and fraction with respect the size of the network) that are needed to control the system spending a minimum energy not greater than ϵmin = 1010. We here show results for the APOE-4 data and the corresponding Barabasi-Albert network (BA), Small-World network (SW) and Erdős–Rényi network (ER) (of same size, connectivity and edge weight distribution) following the procedure described in the main text. For a given sequence, “High” is the rank from the largest to the smallest, while “Low” is the rank from the smallest to the largest.
| Data | BA | SW | ER | |||||
|---|---|---|---|---|---|---|---|---|
| Centrality measure | Low | High | Low | High | Low | High | Low | High |
| Degree centrality | 51/0.46 | 49/0.45 | 44.64/0.41 | 42/0.38 | 45/0.41 | 43.5/0.40 | 44.64/0.41 | 42/0.38 |
| Betweenness centrality | 52/0.47 | 46/0.42 | 45/0.41 | 42.52/0.38 | 46/0.42 | 42.5/0.39 | 45/0.41 | 42.52/0.39 |
| Eigenvector centrality | 50/0.45 | 51/0.46 | 45.76/0.42 | 42.16/0.38 | 46/0.42 | 44/0.4 | 45.76/0.42 | 42.16/0.38 |
| Page-rank centrality | 51/0.46 | 47/0.42 | 44.84/0.41 | 42.36/0.39 | 47.5/0.43 | 43/0.39 | 44.84/0.41 | 42.36/0.39 |
| Random sequence | 46/0.41 | 47/0.42 | 44.08/0.40 | 43.48/0.40 | 45.5/0.41 | 43.81/0.40 | 44.08/0.40 | 43.48/0.40 |