Model | K (SUVr) | r (y−1) | T50 (y) | NS | Parameters | SSQ | ΔBICi |
1 | Global | Global | Global | Global | 4 | 3,073.7 | 81,500 |
2 | Global | Local | Global | Global | 93 | 2,273.7 | 61,600 |
3 | Local | Global | Global | Global | 93 | 1,324.0 | 24,200 |
4 | Global | Global | Local | Global | 93 | 1,245.7 | 19,900 |
5 | Global | Global | Global | Local | 93 | 1,147.2 | 14,200 |
6 | Local | Local | Global | Global | 182 | 1,131.4 | 14,300 |
7 | Local | Global | Local | Global | 182 | 1,079.3 | 11,000 |
8 | Global | Local | Local | Global | 182 | 1,070.2 | 10,400 |
9 | Global | Global | Local | Local | 182 | 1,002.6 | 5,910 |
10 | Global | Local | Global | Local | 182 | 977.0 | 4,120 |
11 | Local | Global | Global | Local | 182 | 920.6 | 0 |
12 | Local | Local | Local | Global | 271 | 1,046.9 | 9,890 |
13 | Local | Global | Local | Local | 271 | 918.9 | 865 |
14 | Global | Local | Local | Local | 271 | 918.8 | 861 |
15 | Local | Local | Global | Local | 271 | 911.0 | 267 |
16 | Local | Local | Local | Local | 360 | 908.7 | 1,090 |
SSQ = sum of squared residuals; ΔBICi = difference in BIC between model 11 and all other models.
Ninety cortical and subcortical regions were included, and parameters were either restricted to single value across all regions (global) or fitted individually for each region (local). ΔBIC gives measure of parsimony of each model in relation to smallest BIC value. Model 11 (local K, global r, global T50 and local NS) gives most parsimonious fit to data.