TABLE 2.
Plasma p‐tau 217 model | Plasma GFAP model | |||
---|---|---|---|---|
Parameter |
Base model Population mean (95% CI) a |
Final model Population mean (95% CI) a |
Base model Population mean (95% CI) a |
Final model Population mean (95% CI) a |
Kin (U/mL/h) |
0.000372 (0.000247, 0.000613) |
0.000355 (0.000237, 0.000584) |
0.0017 (0.00103, 0.00259) |
0.00179 (0.00099, 0.00250) |
Baseline p‐tau217 concentration (U/mL) |
0.389 (0.376, 0.403) |
0.384 (0.372, 0.396) |
‐ | ‐ |
Baseline GFAP concentration (U/mL) | ‐ | ‐ |
201 (188.4, 212.2) |
201 (193.3, 212.0) |
Effect of amyloid reduction on Kin |
0.273 (0.236, 0.315) |
0.274 (0.231, 0.319) |
–1.17 (–2.113, –0.673) |
–1.17 (–2.31, –0.75) |
Covariate effect on baseline plasma concentration | ||||
---|---|---|---|---|
Effect of baseline tau PET SUVR b | ‐ |
0.966 (0.671, 1.27) |
‐ | ‐ |
Effect of baseline age c | ‐ | ‐ | ‐ |
0.0180 (0.0106, 0.0251) |
Effect of baseline weight d | ‐ | ‐ | ‐ |
–0.50 (–0.70, –0.294) |
Interindividual variability CV% (95% CI) e | ||||
---|---|---|---|---|
Baseline p‐tau217 concentration (U/mL) |
26.0% (23.2, 28.6) |
23.4% (20.6, 25.6) |
‐ | ‐ |
Baseline GFAP concentration (pg/mL) | ‐ | ‐ |
36.9% (33.4‐40.2) |
33.7% (30.1‐38.1) |
Treatment effect |
39.5% (23.3, 51.2) |
38.3% (21.4, 50.2) |
91.9% (44.0‐151.5) |
91.1% (33.3‐154.6) |
Residual unexplained variability | ||||
---|---|---|---|---|
Proportional |
18.6% (16.8, 20.5) |
18.6% (16.9, 20.7) |
17.9 % (16.9‐19.4) |
17.9% (16.7‐19.3) |
Abbreviations: BTAUSUVR, baseline tau PET SUVR; CI, confidence interval; CV, coefficient of variation; Kin, p‐tau217 synthesis input rate; PET, positron emission tomography; SUVR, standardized uptake value ratio.
95% CI from bootstrap.
Typical logit for baseline p‐tau217 concentration = 0.384* (1 + 0.966*[BTAUSUVR‐1.2]), where BTAUSUVR is baseline tau PET SUVR (mean, CV%: 1.22, 9.68%).
Effect of age on baseline is (1+0.0183*[age‐75]).
Effect of weight on entry on baseline is (WT/72.2)–0.50.
Inter‐individual variability was calculated using the following equation for log‐normal distributions of the random effects , or normal distribution of random effects of , where OMEGAN is the variance of the parameter.