| Literature DB >> 31766761 |
Ming Yi1, Xiaomeng Fang1, Le Wen2, Fengtao Guang3, Yao Zhang1.
Abstract
Environmental regulation is an important driving force of green technology innovation. In this paper, environmental policy instruments are classified into three categories: command-control, market-incentive and social-will. Based on the panel data of 30 provinces in China from 2010 to 2017, a fixed effect model and a panel threshold regression model are used to test the heterogeneous effects of different types of environmental policy instruments on the green technology innovation in China. The results show that: (1) Overall, China's environmental policy instruments do not provide sufficient impetus for green technology innovation; (2) The impact of command-control environmental policy instruments on green technology innovation has a single threshold effect. When its intensity exceeds a certain threshold, green technology innovation is improved. The impact of market-incentive environmental policy instruments on the green technology innovation shows a double threshold effect, that is to say, only when its intensity maintained within a reasonable interval, can green technology innovation be promoted by it; (3) There is significant spatial difference in the impact of different types of environmental policy instruments on green technology innovation. In order to induce green technology innovation, it is necessary to formulate a combined and differentiated environmental policy system, while rationally adjusting the strength of different types of environmental policy instruments.Entities:
Keywords: environmental policy instruments; green technology innovation; panel threshold estimation; regional heterogeneity
Mesh:
Year: 2019 PMID: 31766761 PMCID: PMC6926777 DOI: 10.3390/ijerph16234660
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1Influence mechanism of different types of environmental policy instruments on green technology innovation.
The selection results of variable indexes.
| Type | Variable | Name | Unit | Index Selection |
|---|---|---|---|---|
| Explained variable |
| Green technology innovation | pcs | Number of green technology patent applications |
| Explanatory variables |
| Command-and-control | One hundred million yuan | Amount of construction project “three simultaneous” environmental protection investment |
|
| Market-incentive | Ten thousand yuan/units | Sewage charge/number of enterprises that pay sewage charge | |
|
| Social-will | pcs | The number of environmental information disclosure news | |
| Control variable |
| Level of economic development | Per ten thousand yuan | Regional per GDP |
|
| Innovative human capital | % | Number of employees with college degree or above/total number of employees | |
|
| Degree of industrialization | % | Industrial added value/regional GDP |
Descriptive Statistical Results of Variables.
| Variable | Unit | Obs | Mean | SD | Min | Max |
|---|---|---|---|---|---|---|
|
| pcs | 240 | 1011.45 | 1107.007 | 12 | 7581 |
|
| One hundred million yuan | 240 | 56.8051 | 50.5471 | 0.3183 | 277.3061 |
|
| Ten thousand yuan/units | 240 | 5.4372 | 3.4418 | 1.0649 | 18.9067 |
|
| pcs | 240 | 44.7417 | 32.5459 | 4 | 279 |
|
| Per ten thousand yuan | 240 | 3.4628 | 1.6253 | 1.3119 | 7.8679 |
|
| % | 240 | 16.9226 | 9.3121 | 6.4893 | 55.87 |
|
| % | 240 | 38.5473 | 8.5236 | 11.8381 | 53.0361 |
The results of fixed effect regression model of environmental policy instruments on green technology innovation.
| Variable | FE0 | FE1 | FE2 | FE3 | FE4 |
|---|---|---|---|---|---|
| ln | 0.1010 * (2.14) | 0.0993 * (2.10) | 0.1045 * (2.33) | 0.1046 * (2.33) | 0.1046 * (2.16) |
| ln | −0.0473 (−0.47) | −0.042 (−0.41) | −0.0922 (−0.95) | −0.093 (−0.95) | −0.093 (−0.94) |
| ln | 0.2017 *** (3.75) | 0.2058 *** (3.76) | 0.0809 (1.40) | 0.0821 (1.37) | 0.0821 (1.21) |
| ln | 0.2489 (0.46) | 0.5082 (0.98) | 0.4794 (0.74) | 0.4794 (0.63) | |
|
| 0.0436 *** (4.94) | 0.0442 *** (3.81) | 0.0442 ** (3.06) | ||
|
| 0.0008 (0.08) | 0.0008 (0.06) | |||
| Obs | 240 | 240 | 240 | 240 | 240 |
| Prob > F | 0.0009 | 0.0023 | 0.0000 | 0.0000 | 0.0002 |
| AIC | 211.4222 | 213.1794 | 188.2114 | 190.2047 | 188.2047 |
| BIC | 225.3447 | 230.5826 | 209.0952 | 214.5691 | 209.0885 |
Note: *** p < 0.01, ** p < 0.05, * p < 0.1. The values of t are in parentheses. The data in the table is compiled by Stata15.
Regression results of threshold effect of different types of environmental policy instruments and green technology innovation.
| Threshold Variable | Threshold Range | Regression Coefficient | |
|---|---|---|---|
| ln | Three-threshold, double-threshold | null | |
| Single-threshold | ln | −0.4386 ** (−2.86) | |
| ln | 0.0826 (1.88) | ||
| ln | Three-threshold | null | |
| Double-threshold | ln | −0.1052 (−0.92) | |
| 2.4153 < ln | 0.2432 (1.59) | ||
| ln | −0.1087 (−1.08) | ||
| ln | the threshold effect test failed | ||
Note: ** p < 0.05. The values of t are in parentheses. The data in the table is compiled by Stata15.
Figure 2Single threshold regression LR test residue (lncac).
Figure 3Double threshold regression LR test residuals (lnmi).
Different types of environmental policy instruments affect the provincial estimation results of green technology innovation.
| ln | ln | ln | |||
|---|---|---|---|---|---|
| Qinghai | 1.2498 *** (13.03) | Shaanxi | 3.0620 ** (3.41) | Heilongjiang | 1.8449 *** (3.96) |
| Heilongjiang | 0.4776 ** (3.52) | Anhui | 2.0432 *** (4.14) | Guizhou | 1.3829 *** (4.05) |
| Hubei | 0.3680 * (2.75) | Xinjiang | 1.9779 *** (10.46) | Inner Mongolia | 1.0211 *** (5.55) |
| Fujian | 0.2684 *** (6.03) | Guizhou | 1.8423 *** (12.50) | Jiangxi | 0.5555 *** (5.62) |
| Hainan | 0.2108 *** (9.97) | Ningxia | 0.7098 *** (12.81) | Ningxia | 0.4065 *** (7.08) |
| Shandong | 0.1963 (1.19) | Yunnan | 0.674 (1.86) | Hebei | 0.3501 *** (8.14) |
| Guangxi | 0.1760 *** (3.78) | Liaoning | 0.5002 (0.43) | Tianjin | 0.2850 * (2.72) |
| Hunan | 0.1616 *** (25.18) | Beijing | 0.1660 *** (5.55) | Anhui | 0.2663 *** (7.26) |
| Beijing | 0.1514 *** (3.97) | Chongqing | 0.1539 (0.35) | Gansu | 0.2652 (1.08) |
| Zhejiang | 0.1396 * (2.43) | Hebei | 0.1052 (0.48) | Hubei | 0.2600 ** (2.79) |
| Chongqing | 0.1096 (1.21) | Guangdong | −0.0717 (−0.16) | Shaanxi | 0.2332 (1.85) |
| Sichuan | 0.1063 (0.57) | Jilin | −0.1200 *** (−5.00) | Shandong | 0.2178 * (2.59) |
| Gansu | 0.0942 (1.56) | Hainan | −0.2053 *** (−4.22) | Jilin | 0.1285 (1.93) |
| Guangdong | −0.068 (−0.57) | Sichuan | −0.2123 (−0.60) | Guangxi | 0.1167 (1.34) |
| Hebei | −0.0766 (−1.75) | Henan | −0.2256 (−0.79) | Sichuan | 0.0763 (0.87) |
| Tianjin | −0.0835 * (−2.19) | Tianjin | −0.2818 (−1.67) | Henan | 0.0736 ** (3.44) |
| Jilin | −0.087 (−1.63) | Shanxi | −0.2857 (−0.95) | Zhejiang | −0.0015 (−0.02) |
| Jiangsu | −0.1228 (−0.69) | Hubei | −0.4450 *** (−4.30) | Chongqing | −0.0018 (−0.04) |
| Xinjiang | −0.1512 *** (−11.49) | Qinghai | −0.4526 (−1.10) | Jiangsu | −0.0065 (−0.03) |
| Shanghai | −0.1744 (−1.99) | Shanghai | −0.5928 ** (−2.86) | Xinjiang | −0.0125 (−0.37) |
| Liaoning | −0.2041 *** (−3.78) | Shandong | −0.7527 ** (−2.81) | Beijing | −0.1075 (−0.93) |
| Shanxi | −0.2061 (−1.96) | Gansu | −0.7601 *** (−5.44) | Yunnan | −0.1806 ** (−3.23) |
| Jiangxi | −0.2217 * (−2.06) | Zhejiang | −0.7637 (−1.37) | Liaoning | −0.191 (−2.00) |
| Shaanxi | −0.3182 *** (−4.70) | Hunan | −1.0177 *** (−9.48) | Shanghai | −0.2193 (−1.24) |
| Anhui | −0.3274 *** (−4.36) | Jiangxi | −1.0413 *** (−5.48) | Hunan | −0.2262 *** (−3.88) |
| Guizhou | −0.3681 *** (−6.31) | Jiangsu | −1.2320 *** (−7.09) | Qinghai | −0.2378 (−1.92) |
| Yunnan | −0.5345 *** (−6.08) | Inner Mongolia | −1.292 (−1.17) | Guangdong | −0.3168 *** (−15.24) |
| Ningxia | −0.5611 *** (−9.99) | Guangxi | −1.3187 *** (−7.07) | Shanxi | −0.5500 *** (−4.21) |
| Henan | −1.3392 *** (−11.44) | Fujian | −1.9814 *** (−4.36) | Hainan | −0.6650 *** (−7.93) |
| Inner Mongolia | −1.5916 *** (−3.91) | Heilongjiang | −5.5555 *** (−5.08) | Fujian | −1.6225 *** (−40.84) |
Note: *** p < 0.01, ** p < 0.05, * p < 0.1. The values of t are in parentheses. And the t value with the addition of “heteroscedasticity—sequence correlation” robust standard error test is shown in parentheses. The data in the table is compiled by Stata15.
Sub-regional estimation results of the impact of different environmental policy instruments on green technology innovation.
| Eastern | Central | Western | Northeastern | |
|---|---|---|---|---|
| ln | 0.1373 * | 0.0915 | 0.0706 | −0.2782 ** |
| (2.84) | (0.86) | (0.76) | (−10.91) | |
| ln | −0.0255 | −0.3566 | 0.1793 | −0.0706 * |
| (−0.18) | (−0.71) | (0.45) | (−4.47) | |
| ln | −0.1215 | 0.1242 | 0.1479 | 0.0585 |
| (−0.81) | (1.00) | (1.07) | (0.78) | |
| ln | −2.1679 | 1.8187 | 1.3746 | 2.0922 ** |
| (−1.93) | (0.70) | (1.08) | (12.01) | |
|
| 0.0598 * | 0.0403 | 0.0456 | −0.0414 |
| (2.57) | (0.78) | (1.27) | (−2.16) | |
|
| 0.0233 | 0.0055 | −0.0069 | −0.0318 * |
| (0.66) | (0.18) | (−0.29) | (−5.26) | |
| Obs | 80 | 48 | 88 | 24 |
| Prob > F | 0.0047 | 0.0053 | 0.0227 | 0.0452 |
Note: ** p < 0.05, * p < 0.1. The values of t are in parentheses. And the t value with the addition of “heteroscedasticity—sequence correlation” robust standard error test is shown in parentheses. The data in the table is compiled by Stata15.