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Table 6 Fixed-effects (FE) models

From: Explaining provincial government health expenditures in China: evidence from panel data 2007–2013

 

Model 1

Model 2

Model 3

Model 4

Number of provinces

31

29 (Tibet and Qinghai excluded)

31

29 (Tibet and Qinghai excluded)

Years

2007–2013

2007–2013

2009–2013

2009–2013

Real per capita budgetary deficits

0.019** (0.009)

0.042*** (0.006)

0.009 (0.012)

0.031*** (0.009)

Economy

84.042** (40.975)

124.566*** (31.532)

85.828 (64.939)

145.280** (55.846)

Openness

0.539 (8.048)

−3.593 (7.674)

−12.485 (9.183)

−13.167 (9.569)

Industrial structure

−17.628 (11.124)

−18.217** (8.769)

−34.009 (21.513)

−28.022 (18.270)

Unemployment rate

−816.269 (2848.755)

−2101.171 (1383.514)

0.471 (2550.578)

−1789.106 (1473.1)

Dependency rate of the aged

961.461*** (208.640)

769.547*** (161.244)

1136.961*** (246.679)

865.509*** (213.074)

Factors = 0

0.100

0.001

0.214

0.030

Year dummies = 0

0.000

0.000

0.005

0.010

Panel effects = 0

p value = 0.000

p value = 0.000

p value = 0.000

p value = 0.000

Hausman test

p value = 0.000

p value = 0.000

p value = 0.000

p value = 0.000

Heteroskedasticity test (Modified Wald)

p value = 0.000

p value = 0.000

p value = 0.000

p value = 0.000

Autocorrelation test

p value = 0.000

p value = 0.004

p value = 0.000

p value = 0.001

N

214

203

154

145

R-squared (within)

0.9580

0.9732

0.9133

0.9416

  1. Notes: Standard errors are given in parentheses after the coefficients. The individual coefficient is statistically significant at the *10%, **5%, or ***1% significance level. The statistics are robust to heteroscedasticity and autocorrelation. The null hypothesis for the Hausman test is that the preferred model is random effects. A significantly low p value indicates that fixed effects should be used