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Table 4 Multivariable logistic regression analyses using stepwise procedure

From: No interaction between serotonin transporter gene (5-HTTLPR) polymorphism and adversity on depression among Japanese children and adolescents

Model1

 

      B

     SE

      Wald

      p value

     OR

95% CI

G × E interaction

−1.39

25254.67

0.000

1.000

0.25

0.000-

Genotype (G)

−1.54

0.98

2.447

0.12

0.22

0.031-1.475

Adversity (E)

21.04

21970.77

0.000

1

1371627685

0.000-

Gender

23.7

6397.2

0.000

1

0.000

0.000-

Age

0.1

0.234

0.18

0.67

1.1

0.697-1.747

SES

−1.64

0.77

0.000

1

1371627685

0.000-

FSIQ

−0.79

0.39

4.057

0.04

0.92

0.855-0.998

Fit index of this model: χ2 = 61.216 (p < 0.001), -2log likelihood = 37.706, discriminate accuracy = 96.9%

Model2

 

      B

     SE

      Wald

      p value

     OR

95% CI

Genotype (G)

−1.54

0.98

2.447

0.12

0.22

0.031-1.175

Adversity (E)

20.21

10910.59

0.000

1

599809518

0.000-

Gender

−23.7

6393.91

0

1

0.000

0.000-

Age

0.1

0.23

0.18

0.67

1.1

0.697-1.747

SES

−1.64

0.77

4.567

0.03

0.2

0.043-0.873

FSIQ

−0.08

0.04

4.06

0.04

0.92

0.855-0.998

Fit index of this model: χ2 = 61.216 (p < 0.001), -2log likelihood = 37.706, discriminate accuracy = 96.9%

Model3

 

      B

     SE

      Wald

      p value

     OR

95% CI

Gender

−22.31

7045.95

0

1

0

0.000

FSIQ

−0.088

0.04

6.08

0.01

0.92

0.853-0.982

Fit index of this model: χ2 = 50.660 (p < 0.001), -2log likelihood = 48.262, discriminate accuracy = 96.9%

  1. note: B=unstandardized partial regression coefficient, SE = standard error, OR = odds ratio, Wald = (SE/B)2, CI = confidence interval.
  2. dependent variable is existence of diagnosis ( 0 = no, 1 = childhood depression).
  3. Independent variables: 5-HTTLPR genotype (0 = s/s, 1 = s/l, 2 = l/l), Adversity (maternal depression: 0 = no, 1 = yes). Gender (0 = female, 1 = male), SES(from 0 = low income to 5 = high income).