| Literature DB >> 31208141 |
Jinqian Deng1, Na Zhang2, Fayyaz Ahmad3, Muhammad Umar Draz4.
Abstract
:The aim of this paper is to examine the impact of local government competition and environmental regulation intensity on regional innovation performance and its regional heterogeneity. Based on the theoretical mechanism of the aforementioned variables, this study uses the Chinese provincial panel data from 2001 to 2016. We use the super-efficiency data envelopment analysis (SE-DEA) to evaluate regional innovation performance. To systematically examine the impact of local government competition and environmental regulation intensity on regional innovation performance, we build a panel date model using the feasible generalized least squares (FGLS) method. The results indicate that: the regional innovation performance can be significantly improved through technological spillover; local governments compete for foreign direct investment (FDI) to participate in regional innovative production. Moreover, improvements in environmental regulation intensity enhance regional innovation performance through the innovation compensation effect. Our results show that the local governments tend to choose lower environmental regulation intensity to compete for more FDI, which has an inhibitory effect on regional innovation performance. Furthermore, due to regional differences in factor endowments, economic reforms and economic development levels in Chinese provinces, there exists a significant regional consistency in the impact of local government competition and environmental regulation intensity on regional innovation performance. Therefore, institutional arrangements and incentive constraints must be adopted to enhance regional innovation performance as well as to guide and foster the mechanism of green innovation competition among local governments. At the same time, considering the regional heterogeneity of local government competition and environmental regulation intensity affecting regional innovation performance, policy makers should avoid the "one-size-fits-all" strategy of institutional arrangements.Entities:
Keywords: environmental regulation intensity; local government competition; regional innovation performance
Mesh:
Year: 2019 PMID: 31208141 PMCID: PMC6617091 DOI: 10.3390/ijerph16122130
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1The influence mechanism of local government competition and environmental regulation intensity on regional Innovation performance.
Figure 2Average Value of Innovation Performance of Provincial Units during the Investigation Period.
Control variables selection and definition specification.
| Variable Name | Definition Specification |
|---|---|
| Government intervention (gov) | Provincial fiscal expenditure/Provincial GDP |
| Development of Non-Agricultural Industries (fn) | Second and third industries as a share of GDP |
| Urbanization rate (urb) | The proportion of non-agricultural population in the total population, according to the permanent population |
| Financial development (fis) | Balance of loans of financial institutions at year-end/Provincial GDP |
| Human capital stock level (hum) | Average length of education for people over six years of age |
| Openness to the outside world (ope) | Total import and export trade of provinces/Provincial GDP |
Estimation results of the whole sample.
| Variables | Model 1 | Model 2 | Model 3 | Model 4 |
|---|---|---|---|---|
| fdi | 0.052 *** | −0.145 *** | 0.133 *** | 0.058 *** |
| (7.48) | (−5.40) | (8.07) | (3.57) | |
| er | 0.452 *** | 0.151 ** | ||
| (5.89) | (2.37) | |||
| fdi × er | −0.068 *** | −0.023 ** | ||
| (−5.41) | (−2.26) | |||
| gov | 0.959 *** | |||
| (8.05) | ||||
| fn | −1.188 *** | |||
| (−6.35) | ||||
| urb | 0.124 | |||
| (0.87) | ||||
| fis | 0.101 *** | |||
| (3.47) | ||||
| hum | −0.034 *** | |||
| (−3.38) | ||||
| ope | 0.404 *** | |||
| (12.35) | ||||
| Constant term | 0.317 *** | 0.401 ** | −0.222 ** | 1.119 *** |
| (7.18) | (2.14) | (−2.18) | (6.26) | |
| Regional effect | yes | yes | yes | yes |
| Time effect | yes | yes | yes | yes |
| Observation value | 480 | 480 | 480 | 480 |
Notes: Numbers in parentheses are t-statistics for parameter estimation; ** for 5% level significant, *** for 1% level significant.
Estimation of transformed explained variable.
| Variables | Model 1 | Model 2 | Model 3 | Model 4 |
|---|---|---|---|---|
| fdi | 0.816 *** | −0.145 *** | 0.720 *** | 0.340 *** |
| (27.86) | (−5.40) | (11.31) | (4.74) | |
| er | 0.331 | 1.449 *** | ||
| (0.98) | (4.92) | |||
| fdi × er | −0.077 | −0.208 *** | ||
| (−1.46) | (−4.89) | |||
| gov | 0.384 | |||
| (0.65) | ||||
| fn | −4.744 *** | |||
| (−4.19) | ||||
| urb | 8.164 *** | |||
| (13.73) | ||||
| fis | 0.454 *** | |||
| (3.40) | ||||
| hum | −0.069 * | |||
| (−1.75) | ||||
| ope | 0.628 *** | |||
| (6.61) | ||||
| Constant term | −0.679 *** | 0.401 ** | −0.284 | −2.398 *** |
| (−3.68) | (2.14) | (−0.73) | (−2.71) | |
| Regional effect | yes | yes | yes | yes |
| Time effect | yes | yes | yes | yes |
| Observation value | 480 | 480 | 480 | 480 |
Notes: Numbers in parentheses are t-statistics for parameter estimation; * for 10% level significant, ** for 5% level significant, *** for 1% level significant.
Estimation of transformed core explanatory variable.
| Variables | Model 1 | Model 2 | Model 3 | Model 4 |
|---|---|---|---|---|
| fdi | 1.182 *** | −1.562 *** | 2.500 *** | 1.363 *** |
| (8.41) | (−3.64) | (9.26) | (3.68) | |
| er | 0.113 *** | 0.053 *** | ||
| (5.59) | (2.74) | |||
| fdi × er | −1.185 *** | −0.466 * | ||
| (−5.26) | (−1.82) | |||
| gov | 0.778 *** | |||
| (5.44) | ||||
| fn | −1.341 *** | |||
| (−5.41) | ||||
| urb | 0.452 *** | |||
| (3.13) | ||||
| fis | 0.177 *** | |||
| (4.48) | ||||
| hum | −0.049 *** | |||
| (−3.45) | ||||
| ope | 0.247 *** | |||
| (5.45) | ||||
| Constant term | 0.567 *** | 1.393 *** | 0.432 *** | 1.485 *** |
| (43.33) | (35.94) | (15.33) | (7.37) | |
| Regional effect | yes | yes | yes | yes |
| Time effect | yes | yes | yes | yes |
| Observation value | 480 | 480 | 480 | 480 |
Notes: Numbers in parentheses are t-statistics for parameter estimation; * for 10% level significant, ** for 5% level significant, *** for 1% level significant.
Analysis of regional heterogeneity of sub samples.
| Variables | Eastern Region | Central Region | Western Region | |||
|---|---|---|---|---|---|---|
| Model 3 | Model 4 | Model 3 | Model 4 | Model 3 | Model 4 | |
| fdi | 0.145 ** | 0.073 * | −0.116 *** | −0.140 *** | 0.067 ** | −0.011 |
| (2.54) | (1.67) | (−4.34) | (−3.02) | (2.05) | (−0.34) | |
| er | 1.916 *** | 1.079 *** | −0.951 *** | −0.860 *** | 0.411 *** | 0.267 ** |
| (5.81) | (5.23) | (−5.28) | (−3.46) | (3.85) | (2.41) | |
| fdi × er | −0.243 *** | −0.136 *** | 0.150*** | 0.138 *** | −0.064 *** | −0.043 ** |
| (−5.48) | (−5.10) | (5.21) | (3.67) | (−3.07) | (−2.02) | |
| gov | −0.431 | 0.499 | 0.761 *** | |||
| (−1.51) | (0.91) | (3.47) | ||||
| fn | −1.613 *** | −0.835* | 2.165 *** | |||
| (−5.52) | (−1.92) | (3.56) | ||||
| urb | 0.121 | 0.740 *** | 0.526 | |||
| (0.41) | (3.06) | (1.40) | ||||
| fis | 0.190 *** | −0.126 * | −0.078 | |||
| (5.39) | (−1.79) | (−0.99) | ||||
| hum | −0.006 | −0.024 | −0.089 *** | |||
| (−0.95) | (−1.09) | (−3.17) | ||||
| ope | 0.208 *** | −0.569 * | 0.655 ** | |||
| (5.81) | (−1.68) | (2.06) | ||||
| Constant term | 1.996 *** | 2.540 *** | 1.193 *** | 2.006 *** | 0.221 | −0.869 * |
| (4.69) | (7.41) | (7.25) | (6.76) | (1.37) | (−1.84) | |
| Regional effect | yes | yes | yes | yes | yes | yes |
| Time effect | yes | yes | yes | yes | yes | yes |
| Observation value | 176 | 176 | 128 | 128 | 176 | 176 |
Notes: Numbers in parentheses are t-statistics for parameter estimation; * for 10% level significant, ** for 5% level significant, *** for 1% level significant.