Table 2. Predicting Weight from Height Using a Spline Regression Model in the Log Scale.
Model | Variable | Parameter Estimate* | 95% CI | P | R2 |
---|---|---|---|---|---|
General | Intercept | 2.8286 | (2.8230, 2.8334) | ||
Log (height/110) (height <110 cm) | 1.5643 | (1.5440, 1.5844) | <0.0001 | 0.944 | |
Log (height/110) (height ≥110 cm) | 2.3828 | (2.3499, 2.4157) | <0.0001 | ||
Adding Country-Specific Parameters† | Intercept | 2.8282 | (2.8220, 2.8343) | ||
Log (height/110) (height <110 cm) | 1.5708 | (1.5511, 1.5905) | <0.0001 | 0.947 | |
Log (height/110) (height ≥110 cm) | 2.45935 | (2.4099, 2.5088) | <0.0001 | ||
Malakal, Sudan | −0.11683 | (−0.1292, −0.1045) | <0.0001 | ||
Daboya, Ghana | 0.00548 | (−0.0102, 0.0211) | 0.48 | ||
Jareng, The Gambia | −0.00690 | (−0.1600, 0.0022) | 0.13 | ||
Kongwa, Tanzania | 0.01438 | (0.0071, 0.0217) | 0.0001 |
log (weight) = α + β log (height/110).
Reference Rombo, Tanzania.