Skip to main content

Table 3 Career plans of Singapore GPs in the next 5 years

From: General practitioners’ views on retaining Singapore’s primary care doctors: a cross-sectional survey and qualitative analysis

 

All (341)

N (%)

Public (52)

N (%)

Private (289)

Differences across public and private (χ2 and p-value)

Test of significance against adjusted α (Holm’s procedure)

Leave GP/FM permanently

49 (14.4%)

2 (3.8%)

47 (16.3%)

χ2 = 5.52

(p = .019)

NS

Take a career break

43 (12.6%)

6 (11.5%)

37 (12.8%)

NS

NS

Work abroad

21 (6.2%)

4 (7.7%)

17 (5.9%)

NS

NS

Pursue further professional studies

65 (19.1%)

16 (30.7%)

49 (17.0%)

χ2 = 5.45

(p = .020)

NS

Participate in training programmes

83 (24.3%)

19 (36.52%)

64 (22.1%)

χ2 = 4.96

(p = .026)

NS

Reduce hours of clinical work

175 (51.3%)

14 (26.9%)

161 (55.7%)

χ2 = 14.618

(p < .001)

Sig (adj α = .002)

Increase hours of clinical work

16 (4.7%)

6 (11.5%)

10 (3.5%)

χ2 = 6.43

(p = .011) #

NS

Reduce management responsibilities

76 (22.3%)

7 (13.5%)

69 (24.1%)

NS

NS

Increase management responsibilities

43 (12.6%)

12 (23.1%)

31 (10.7%)

χ2 = 6.10

(p = .014)

NS

Reduce teaching responsibilities

8 (2.3%)

0 (0.0%)

8 (2.8%)

NS

NS

Increase teaching responsibilities

46 (13.5%)

20 (38.4%)

26 (9.0%)

χ2 = 32.79

(p < .001)

Sig (adj α = .002)

Reduce training responsibilities

8 (2.3%)

1 (1.9%)

7 (2.4%)

NS

NS

Increase training responsibilities

28 (8.2%)

12 (23.1%)

16 (5.6%)

χ2 = 11.20

(p = .001)

Sig (adj α = .002)

Reduce research responsibilities

6 (1.8%)

3 (5.8%)

3 (1.0%)

χ2 = 5.71

(p = .017) #

NS

Increase research responsibilities

23 (6.7%)

9 (17.3%)

14 (4.8%)

χ2 = 11.87

(p = .001) #

Sig (adj α = .002)

Others (status quo, business ventures, etc.):

55

5

50

  
  1. Multiple selections are allowed for this question. NS denotes not significant
  2. #At least one cell contains minimum expected cell count of less than five, hence rendering the Chi-sq Test unsuitable. Therefore, the significance of the Fisher’s exact test is reported instead