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Table 4 Mixed logit model results on factors contributing to generic atorvastatin prescription

From: Do newly marketed generic medicines expand markets using descriptive time series analysis and mixed logit models? Korea as an exemplar and its implications

Parameter

 

Estimates

SE

Odds Ratio [95 % CI]

Intercept

 

– 3.059***

0.356

0.05 [0.03: 0.07]

Sex (ref = female)

Male

– 0.080

0.131

0.92 [0.71: 1.19]

Age (ref = < 50)

50 ~ 59

– 0.189

0.164

0.83 [0.60: 1.15]

 

60 ~ 69

0.351*

0.172

1.42 [1.01: 2.00]

 

70+

0.279

0.184

1.32 [0.92: 1.91]

Education (ref: < = primary)

Middle school

0.165

0.168

1.18 [0.85: 1.64]

 

High school

0.002

0.201

1.00 [0.68: 1.49]

 

College +

0.233

0.199

1.26 [0.86: 1.87]

Insurance type (ref = medical aid)

NHI

– 0.027

0.189

0.97 [0.53: 1.77]

Number of comorbidities

 

– 0.044***

0.010

0.96 [0.94: 0.98]

Newly treated group (ref = previously treated)

 

0.951***

0.003

2.59 [2.07: 3.23]

Type of Hospital (ref = teaching hospitals)

General hospitals

1.378***

0.213

3.97 [2.60: 6.06]

 

Hospitals

2.223***

0.229

9.23 [5.86: 14.56]

 

Clinics

2.283***

0.201

9.81 [6.58: 14.61]

Specialty (ref = others)

Intemalist

– 0.057

0.076

0.95 [0.81: 1.10]

AR(1)

 

0.729***

0.008

 

Residual

 

1.021***

0.029

 

–2 log Likelihood

 

25525.50

  
  1. *p < 0.1, ***p < 0.0001
  2. AR(1): first order auto-regressive process