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Table 3 Binary logistic regression models on presence of depression in women (weighted data)

From: The intergenerational production of depression in South Korea: results from a cross-sectional study

Variable

Categories

Model 1

Model 2

Model 3

Model 4

OR

95% CI

OR

95% CI

OR

95% CI

OR

95% CI

Highest parental education

did not complete elementary school

2.146 ***

1.484

3.102

1.331

.901

1.967

1.324

.896

1.957

1.226

.824

1.824

elementary or middle school

1.725 **

1.211

2.456

1.238

.856

1.791

1.232

.851

1.784

1.163

.798

1.694

high school

1.710 **

1.172

2.494

1.378

.937

2.028

1.373

.933

2.022

1.319

.889

1.955

technical college

1.165

.606

2.238

1.067

.549

2.073

1.065

.548

2.071

.906

.465

1.767

university (reference)

1.000

  

1.000

  

1.000

  

1.000

  

Economic conditions in childhood

very poor

2.009 ***

1.531

2.635

1.637 **

1.237

2.166

1.627 **

1.228

2.155

1.608 **

1.208

2.139

poor

1.200

.979

1.470

1.059

.860

1.303

1.054

.855

1.298

1.134

.918

1.402

average

.978

.807

1.186

.940

.774

1.141

.936

.770

1.137

.995

.816

1.214

rich or very rich (reference)

1.000

  

1.000

  

1.000

  

1.000

  

Educational attainment

did not complete elementary school

   

4.058 ***

2.824

5.830

4.031 ***

2.803

5.796

2.260 ***

1.551

3.293

elementary or middle school

   

2.481 ***

1.844

3.339

2.468 ***

1.833

3.324

1.557 **

1.142

2.121

high school

   

2.066 ***

1.607

2.656

2.059 ***

1.601

2.648

1.574 **

1.216

2.038

technical college

   

1.056

.716

1.558

1.054

.714

1.555

.873

.589

1.295

university (reference)

   

1.000

  

1.000

  

1.000

  

Received inheritance

no

      

1.052

.875

1.266

1.052

.873

1.269

yes (reference)

      

1.000

  

1.000

  

Household income

…

         

.732 ***

.693

.774

Household income squared

…

         

1.010 ***

1.007

1.014

Hosmer and Lemeshow test

 

χ2 = 10.247 (p = 0.248)

  

χ2 = 14.232 (p = 0.076)

  

χ2 = 18.322 (p = 0.019)

  

χ2 = 12.817 (p = 0.118)

  

−2 log likelihood

 

6029.167

  

5957.404

  

5957.110

  

5794.076

  
  1. Each model controls for age, square of age, and marital status. N = 6288 in each model. *p < 0.05, **p < 0.01, ***p < 0.001