Table 3.
Prediction of the LNAA Factor in a Multivariable Model Containing Study, Age, BMI, Race, and Gender
| Item | Study Name | Estimate | SE | p |
|---|---|---|---|---|
| Omnibus | .0010 | |||
| CALERIE | 1.35968 | 0.17249 | <.0001 | |
| STRRIDE a | 0.00000 | — | — | |
| CARRIAGE | 1.31931 | 0.14964 | <.0001 | |
| POP | 1.24037 | 0.13563 | <.0001 | |
| POP Pilot | 0.75964 | 1.18235 | <.0001 | |
| LIFE | 0.52265 | 0.16800 | .0019 | |
| Age | — | 0.00943 | 0.00280 | .0008 |
| BMI | — | 0.01193 | 0.00574 | .0380 |
| Race b | — | 0.11709 | 0.11709 | .1279 |
| Gender c | — | −0.41215 | 0.07614 | <.0001 |
Note: BMI = body mass index; LNAA = large neutral amino acids; SD = standard deviation. In this analysis, STRRIDE represents the comparative group. Estimates are expressed as SD units of the factor score and SE is the standard error of these estimates; the LNAA factor is composed from the log of the component elements.
aReference study.
b White is reference.
c Male is reference.