| Literature DB >> 34539229 |
Shengxia Xu1, Qiang Liu1, Xiaoli Lu2.
Abstract
Since coronavirus disease 2019 (COVID-19) was first reported on December 2019 in Wuhan, it fast spread to the rest of China, which has turned into a global public health problem later and generated global stock markets to violently shake. We inspect the causal relationships between economic development (ED) and environmental quality (EQ) during the period from January 2019 to May 2020 with the structural break for China and investigate the causal linkages between ED and EQ in subgroup of before and after the outbreak of COVID-19 with a semi-parametric model. The empirical tests show that smoothing structural transforms matter for the linkages of causality between ED and EQ, especially after COVID-19 infection. While the Toda-Yamamoto causality analysis supports unidirectional causality between ED and EQ before the outbreak of COVID-19, under structural shifts by the causality supplies of bidirectional casual linkages after the outbreak of COVID-19. Our results further clarified the proof that the economic activity gives rise to the environmental pollution and energy utilization mainly via the shock of COVID-19 in China. The emphasis on nonlinear causality between economic development and environmental quality may be an opportunity for China's economic recovery under considering the factor of COVID-19 infection.Entities:
Keywords: COVID-19; Casual linkages; China; Economic development; Environmental quality; Semi-parametric additive model
Year: 2021 PMID: 34539229 PMCID: PMC8441028 DOI: 10.1007/s10668-021-01814-1
Source DB: PubMed Journal: Environ Dev Sustain ISSN: 1387-585X Impact factor: 4.080
Basic description of the variables
| Variables | Unit | Indicator interpretation | Samples | Min | Max | Mean | Std.dev |
|---|---|---|---|---|---|---|---|
| FCPI | % | Food consumer price index | 17 | 100.7 | 121.9 | 111.96 | 6.63 |
| COP | kt | Crude oil production | 17 | 1553.4 | 1656.3 | 1607.79 | 30.24 |
| GNP | bm3 | Natural gas production | 17 | 135.2 | 168.6 | 149.79 | 10.35 |
| PG | bkwh | Power generation | 17 | 5440.2 | 6682.4 | 5885.55 | 396.81 |
| AQI | % | Air quality index | 510 | 63.53 | 101.3 | 78.94 | 10.33 |
| PM2.5 | μg/m3 | – | 510 | 22 | 79 | 43.45 | 17.46 |
| PM10 | μg/m3 | – | 510 | 61.5 | 169.5 | 110.74 | 31.36 |
| SO2 | μg/m3 | – | 510 | 7.67 | 17 | 12.14 | 2.76 |
| CO | mg/m3 | – | 510 | 0.69 | 1.16 | 0.84 | 0.15 |
| NO2 | μg/m3 | – | 510 | 25.67 | 53 | 38.98 | 8.3 |
| O3 | μg/m3 | – | 510 | 41.67 | 139 | 93.31 | 34.03 |
| NND | Count | Number of new diagnoses | 137 | 1 | 95 | 46.96 | 29.14 |
| NCD | Count | Number of cumulative diagnoses | 137 | 291 | 83,017 | 69,167.03 | 25,615.46 |
Fig. 1The trend of AQI and FCPI. Notes: the solid line is before January 2020, which is before the outbreak of COVID-19 infection in China, and the dashed line is after the month
Fig. 2Numbers of new diagnoses of COVID-19 infection in China
Fig. 3The trend with Fourier approximations. Notes: the solid line is the spline fitting curve, and the dotted line is the upper and lower confidence curves of the fitting interval with 95% confidence
Results of the unit root tests
| Variables | Dickey–Fullers | Lag orders | Maximum integration order |
|---|---|---|---|
| ED (FCPI) | 1.286 | 1 | 1 |
| EQ (AQI) | − 0.469 | 1 | |
| EP (IEP) | − 0.481 | 1 | |
| CI_19 (NND) | − 2.324 | 1 |
Direction of causal linkages from multivariate models
| Before COVID-19 infection | After COVID-19 infection | |||
|---|---|---|---|---|
| Relationships | TY | FTY | TY | FTY |
| ED and EQ | N | ← (+) | → (−) | ↔ (−, +) |
| ED and EP | → (−) | ← (+) | ↔ (−, +) | ↔ (−, +) |
| EQ and EP | ↔ (−, +) | ↔ (−, +) | → (−) | → (−) |
TY: the TY approach which does not consider the structural breaks. FTY: the Fourier TY approach with cumulative frequencies is based on Eq. (2). N: there has no causality between the two. ↔ : there is a mutual influence between the two. → : the former does cause the later. ← : the later does cause the former. (−): there is a negative relation between the two. (+): there is a positive relation between the two
COVID-19 infection’s direct linear effect on ED, EQ and EP
| Covariate variable | Response variable | Response variable | Response variable | |||
|---|---|---|---|---|---|---|
| Intercept | ED | Intercept | EQ | Intercept | Log (EP) | |
| Log (CI_19) | 109.281*** (1.441) | 1.134** (0.321) | 79.327*** (3.035) | − 0.165 (0.167) | 7.848*** (0.015) | − 0.003 (0.003) |
| 0.454 | 0.138 | 0.141 | ||||
“*” is the significance of 5%, “**” represents 1%, “***” represents 0.1%; the value in bracket is the standard error of the coefficient; R2 is the goodness of fit; logarithmize the variables CI_19 and EP, respectively
Fig. 4The nonlinear casual linkages under the shock of COVID-19 infection. Notes: the black solid line are the connection of the original values of the three variables, and the red dotted lines are the connection of the fitted values of the three variables with Fourier approximations