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. 2020 Sep 2;11:2045. doi: 10.3389/fimmu.2020.02045

TABLE 4.

Binary logistic regression models to investigate the variables that discriminate between “Good” and “Poor” cognitive performers.

IL-1β
IL-6
B SE Wald Exp(B) B SE Wald Exp(B)
Sexa –0.551 0.484 1.296 0.577 –0.452 0.481 0.884 0.636
Age 0.043 0.029 2.141 1.043 0.012 0.029 0.159 1.012
School years –0.313 0.120 6.778** 0.732 –0.342 0.123 7.700** 0.710
GDS 0.506 0.240 4.452* 1.659 0.594 0.236 6.344* 1.811
Anti-inflammatory drugs –0.345 0.625 0.305 0.708 –0.507 0.626 0.657 0.602
IL-1β 0.326 0.125 6.777** 1.385
IL-6 (log10) 3.906 1.851 4.453* 49.708
χ2 (df) 36.653 (6)*** 36.505 (6)***
R2Nagelkerke (change) 0.370 (0.074) 0.363 (0.044)
Total hit rates (%) 69.000 68.700

IL-8
IL-13
B SE Wald Exp(B) B SE Wald Exp(B)

Sexa –0.558 0.475 1.384 0.572 –0.694 0.499 1.937 0.499
Age 0.030 0.028 1.139 1.031 0.039 0.029 1.847 1.040
School years –0.333 0.125 7.095** 0.717 –0.371 0.122 9.178** 0.690
GDS 0.558 0.233 5.706* 1.747 0.498 0.243 4.213* 1.646
Anti-inflammatory drugs –0.254 0.614 0.172 0.775 –0.173 0.634 0.074 0.841
IL-8 0.231 0.119 3.767* 1.260
IL-13 0.225 0.071 9.926** 1.252
χ2 (df) 34.754 (6)*** 40.648 (6)***
R2Nagelkerke (change) 0.348 (0.035) 0.407 (0.107)
Total hit rates (%) 68.7 70.500

SE, standard error; GDS, Geriatric Depression Scale. aReference category is male. *p ≤ 0.05, **p < 0.01, ***p < 0.001.