# Table 5 Sequential comparison of multinomial logistic models for the prediction of physical activity frequency in girls (n = 3 119)

Statistics for individual predictors Model statistics
Model   Age Pubic hair stage Menarche Pubertal timing BDS Region × body fat SES × body fat Correct classification Pseudo -2 Log-Likelihood Wald χ2 (df) corr. for model Nagelkerke's pseudo R2
0# Wald χ2 (df) corrected         36.2% 9393.16 92.77 (12.99) .045
p-value*‚           < .001
1 Wald χ2 (df) corrected 112.22 (2.90)        36.7% 9222.36 178.55 (15.38) .093
p-value * < .001          < .001
2 Wald χ2 (df) corrected 41.32
(2.80)
6.23
(5.74)
8.71 (5.60)      37.5% 9201.17 181.48 (24.41) .099
p-value* < .001 .506 .152        < .001
3 Wald χ2 (df) corrected 40.28 (2.88) 5.98 (5.75) 6.94 (5.61) 16.70 (5.72)     38.1% 9177.39 185.18 (27.99) .106
p-value* < .001 .588 .177 .480       < .001
4 Wald χ2 (df) corrected 39.54 (2.90) 5.65 (5.76) 7.85 (5.61) 17.12 (5.71) 21.38
(8.45)
38.2% 9146.57 189.62 (33.27) .114
p-value* < .001 .635 .135 .414 .014      < .001
5 Wald χ2 (df) corrected 38.57 (2.90) 5.79 (5.75) 7.70 (5.60) 17.07 (5.70) 21.40 (8.43) 5.75 (2.92) 8.24 (5.68) 38.1% 9128.14 194.32 (38.08) .119
p-value* < .001 .616 .147 .372 .012 .048 .017    < .001
1. * Adjustment for multiple tests: Šidák sequential
2. # model 0 = baseline model including body fat percentage and sociodemographic variables: region, SES, migrant background
3. Each row of the table shows the results of one tested model. Left-hand the test statistics for the independent variables are given while right-hand information on model fit is displayed.
4. The corrected Wald chi-square test tests if an individual independent variable (individual predictors) or all independent variables together (model statistics) significantly contribute to the prediction of the dependent variable; it is corrected for the sampling plan.
5. Correct classification rate is the proportion of participants for whom the tested model could correctly predict the category of the dependent variable (PA frequency).
6. Pseudo -2 Log-Likelihood: In logistic regression models are compared due to their -2 log-likelihood; since for complex samples no likelihood ratio test is available the values are only descriptive; better fitting models have smaller values.
7. Nagelkerke's pseudo R2 is a measure of explained variation in the dependent variable that emulates R2 from linear regression.