4.1 National Study
For panel data, model selection between fixed effects model and random effects model is very important. As the detailed explanation on the model selection is available in many studies (Wooldridge 2002; Lee 2005; Al-Mulali and Che 2012; Apergis and Payne 2009; Gozgor et al. 2018). We only report the results of Hausman test and overidentifying test in order to determine the selection of either random or fixed effects model. This study would use fixed effects model as results affirmed in Table 3. Furthermore, heteroscedasticity, serial correlation and cross-sectional dependence tests are needed. In this paper, a modified Wald statistic for groupwise heteroskedasticity in the residuals is implement, following Greene (2000), and the results are shown in Table 4. The test results of the hypothesis of serial dependence correlation are shown in Table 5, and this method had been discussed by Wooldridge (2002). The hypothesis of cross-sectional independence in panel data models with small T and large N can be implemented with two semi-parametric tests proposed by Friedman (1937) and Frees (1995, 2004), as well as the parametric testing procedure proposed by Pesaran (2004). The results are shown in Table 6.
Table 3
Hausman test and Overidentifying test of energy consumption equation of national panel data
Equation
|
Equation (1)
|
Equation (2)
|
Equation (3)
|
Equation (4)
|
Equation (5)
|
Dependent variables
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
Hausman test statistic
|
14.57
|
18.95
|
21.48
|
23.35
|
41.44
|
Prob.
|
0.2032
|
0.062
|
0.0287
|
0.0158
|
0
|
Sargan-Hansen statistic
|
18.508
|
64.738
|
41.206
|
26.717
|
47.230
|
P-value
|
0.047
|
0
|
0
|
0.0029
|
0
|
Table 4
Wald statistic test for groupwise heteroskedasticity
Equation
|
Equation (1)
|
Equation (2)
|
Equation (3)
|
Equation (4)
|
Equation (5)
|
Dependent variables
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
Wald test statistic
|
984.04
|
1185.56
|
459.5
|
14019.48
|
2030.9
|
Prob.
|
0
|
0
|
0
|
0
|
0
|
Table 5
Wooldridge test for autocorrelation in panel data
Equation
|
Equation (1)
|
Equation (2)
|
Equation (3)
|
Equation (4)
|
Equation (5)
|
Dependent variables
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
Wooldridge test statistic
|
11.396
|
8.154
|
14.996
|
48.566
|
213.128
|
Prob.
|
0.0082
|
0.0189
|
0.0038
|
0.0001
|
0
|
Table 6
Test for cross-sectional independence in panel data [1]
Equation
|
Equation (1)
|
Equation (2)
|
Equation (3)
|
Equation (4)
|
Equation (5)
|
Dependent variables
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
Pesaran's test
|
-1.987
|
N[2]
|
1.096
|
N
|
-2.818
|
Prob.
|
0.0469
|
N
|
0.273
|
N
|
0.0048
|
Friedman's test
|
13.547
|
N
|
30.008
|
N
|
9.539
|
Prob.
|
0.9934
|
N
|
0.4136
|
N
|
0.9998
|
Frees' test
|
1.312
|
N
|
3.025
|
N
|
3.467
|
Note: [1] Critical values from Frees' Q distribution: 0.10:0.1294; 0.05: 0.1695; 0.01:0.2468. [2]For the equations of other energy consumption and oil consumption, the panels are highly unbalanced, there are not enough common observations across panel to perform the test. |
It can be seen that there are different test results for different energy consumption equations, and the data of some equations may have the problem of heteroscedasticity, autocorrelation and cross sectional correlation. To solve these problems, regression with Driscoll-Kraay standard method (Driscoll and Kraay, 1998) is adopted. In order to test whether there is a structural change in this time period, especially after the Asian financial crisis in 1998 and the global financial crisis in 2008 (Wen et al. 2012; Dungey and Zhumabekova 2001), this paper will introduce dummy variables and test the joint significance of all dummy variables and their cross-term coefficients with explanatory variables. That is to say, the dummy variable ''d'' is introduced in the basic equations (1)-(5). After 2008, \(\text{d}=1\); conversely, \(\text{d}=0\), and the interaction terms between the dummy variable ''d'' and each influencing variables are also introduced: \(\text{d}\text{L}\text{n}\text{G}\text{D}\text{P}=\text{d}\text{*}\text{L}\text{n}\text{G}\text{D}\text{P}\), \(\text{d}\text{L}\text{n}\text{S}\text{C}\text{O}\text{N}=\text{d}\text{*}\text{L}\text{n}\text{S}\text{C}\text{O}\text{N}\),\(\text{d}\text{L}\text{n}\text{S}\text{I}\text{N}\text{V}=\text{d}\text{*}\text{L}\text{n}\text{S}\text{I}\text{N}\text{V}\),\(\text{d}\text{L}\text{n}\text{S}\text{G}\text{O}\text{E}=\text{d}\text{*}\text{L}\text{n}\text{S}\text{G}\text{O}\text{E}\),\(\text{d}\text{L}\text{n}\text{S}\text{E}\text{X}\text{P}=\text{d}\text{*}\text{L}\text{n}\text{S}\text{E}\text{X}\text{P}\),\(\text{d}\text{L}\text{n}\text{S}\text{I}\text{M}\text{P}=\text{d}\text{*}\text{L}\text{n}\text{S}\text{I}\text{M}\text{P}\),\(\text{d}\text{L}\text{n}\text{U}\text{R}\text{R}=\text{d}\text{*}\text{L}\text{n}\text{U}\text{R}\text{R}\),\(\text{d}\text{L}\text{n}\text{R}\text{E}\text{E}=\text{d}\text{*}\text{L}\text{n}\text{R}\text{E}\text{E}\),\(\text{d}\text{L}\text{n}\text{E}\text{P}\text{R}=\text{d}\text{*}\text{L}\text{n}\text{E}\text{P}\text{R}\), and \(\text{d}\text{L}\text{n}\text{E}\text{E}\text{F}=\text{d}\text{*}\text{L}\text{n}\text{E}\text{E}\text{F}\). Table 7 shows that there is indeed a structural change after 2008. We give the coefficient estimates obtained by regressing the data of the two time periods respectively, as shown in Table 8. The regression results of the data from 1998-2017 are also presented in Table 8.
Table 7
Joint significance test of coefficients of dummy variable and its interaction terms with explaining variables
Dependent variable
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
F(11, 19)
|
6.79
|
13.43
|
60.13
|
13.04
|
27.28
|
Prob > F
|
0.0002
|
0
|
0
|
0
|
0
|
According to the results of Table 8, from the national situation, the role of income in energy consumption has shown a decline after 2008, and this result is similar to the research of Mentis et al. (2015) and Sadorsky (2020). The increase in household final consumption expenditure in the income is inhibiting the total energy consumption, while there is a significant positive role in natural gas consumption, and the effect is stronger after 2008; the increase in the proportion of gross capital formation in GDP has a certain forward pulling effect on the total energy consumption, but the role is smaller, and after 2008 the role is not significant. Before 2008, an increase of this proportion plays a forward role in other energy consumption, but after 2008, its role becomes negative, and the role on natural gas consumption changes to a significant forward direction; The proportional change in general government final consumption expenditure and change in total energy consumption have reversed relationships, and this effect is no longer significant since 2008. The reverse relationship between the proportional change in government consumption and coal consumption has become more remarkable after 2008, and after 2008, it has a forward relationship with natural gas consumption; the change in exports has shown a significant reverse relationship with natural gas consumption before 2008. After 2008, it has a significant reverse relationship with oil consumption. According to the data, China has been affected by the global economic situation in 2008, exports account for a reduction in GDP after 2008, and this change has promoted China's oil consumption. After 2008, the proportion of import in China's GDP improved, and it also promoted the increase in China's oil consumption. That is, the comprehensive trade factors in recent years has also shown that China's internal economic cycle is improved. This process may increase the demand for oil consumption during internal transportation.
The urbanization process has a pulling effect on the increase in total energy consumption, but the role is significantly smaller after 2008. For other energy consumption, that is, non-fossil energy consumption, the urbanization process before 2008 shows its inhibitory effect, while after 2008, the inhibitory effect is no longer significant; On the whole, there is a clear negative relationship between fossil energy security capabilities and natural gas and oil consumption. To a certain extent, it indicates that there is a clear geographic deviation between the distribution of oil and gas resources and the distribution of oil and gas consumption in China. After 2008, the deviation of oil resource distribution and consumption distribution has become more significant, while the deviation of natural gas became smaller. Changes in fuel prices did not restrain total energy consumption. From the perspective of fuel price index, China's fuel prices showed an upward trend during the study period. However, fossil energy consumption was not restrained by prices, and the price elasticity was positive and has increased after 2008. But the changes in fuel prices have also played a significant role in promoting the development of non-fossil energy and the consumption of natural gas, and there has been no significant change in time. Based on these results, the increase in the fuel price index cannot contribute to energy saving, but it can optimize the energy structure to a certain extent. During the study period, the improvement of energy efficiency had a restraining effect on energy consumption, but according to the staged regression, this effect showed a downward trend.
Table 8
Coefficient estimations of national panel data by time period based on fixed-effects regression with Driscoll-Kraay standard [1]
Dependent Variable
|
LnTOT
|
|
|
LnOTH
|
|
|
LnCOL
|
|
|
LnOIL
|
|
|
LnGAS
|
|
|
Time Span
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
LnGDP
|
-0.008
|
0.163*
|
0.001
|
0.035*
|
1.178
|
0.009
|
-0.018
|
0.237*
|
-0.002
|
-0.026*
|
0.103
|
-0.025
|
-0.035
|
0.08
|
0.013
|
LnVCON
|
-0.678***
|
-0.56***
|
0.048
|
-3.073***
|
-4.3**
|
0.731
|
-0.838***
|
-0.772**
|
-0.268*
|
-1.18***
|
-1.328***
|
0.048
|
-0.823
|
-0.37
|
1.615**
|
LnVINV
|
0.087**
|
0.02
|
-0.013
|
0.214
|
1.263**
|
-0.419*
|
0.068
|
-0.102**
|
-0.017
|
-0.061
|
-0.106
|
0.018
|
-0.057
|
-0.197*
|
0.153*
|
LnVGOV
|
-0.164***
|
-0.208***
|
-0.048
|
0.251
|
-0.274
|
0.657
|
-0.182***
|
-0.243***
|
0.103
|
-0.179
|
-0.086
|
0.088
|
-0.103
|
-0.393
|
0.290***
|
LnVEXP
|
-0.038
|
0.052
|
-0.005
|
0.299
|
-0.067
|
-0.378*
|
0
|
0.049
|
0.001
|
-0.245***
|
-0.089
|
-0.132
|
-0.137
|
-0.332*
|
-0.037
|
LnVIMP
|
0.055**
|
0.087***
|
-0.028*
|
-0.444
|
-0.113
|
0.082
|
0.053**
|
0.103***
|
0.045
|
0.286***
|
0.044
|
0.23*
|
-0.268*
|
-0.171
|
-0.066
|
LnURR
|
0.4***
|
0.391**
|
0.072*
|
0.086
|
-1.157***
|
0.201
|
0.335***
|
0.184**
|
0.172***
|
0.313
|
-0.017
|
0.176**
|
-0.439
|
-1.392**
|
-0.086
|
LnREE
|
-0.008
|
0.026
|
-0.099**
|
-0.147
|
0.186
|
-0.036
|
0.007
|
-0.051
|
-0.023
|
-0.292***
|
-0.205**
|
-0.424***
|
-0.631***
|
-0.55**
|
-0.166**
|
LnEPR
|
0.167***
|
0.158*
|
0.605***
|
0.930***
|
0.427
|
0.187
|
0.191**
|
0.185**
|
0.741***
|
-0.431***
|
-0.25
|
0.542**
|
1.397***
|
0.996***
|
1.635*
|
LnEEF
|
-0.404***
|
-0.310***
|
-0.159***
|
-0.553***
|
-0.73***
|
-0.185
|
-0.331***
|
-0.271***
|
-0.119**
|
-0.561***
|
-0.444*
|
-0.313***
|
-1.122***
|
-2.396***
|
-0.315
|
_cons
|
8.524***
|
6.744***
|
4.805***
|
8.684***
|
9.978
|
-0.269
|
8.867***
|
7.692***
|
3.992**
|
11.787***
|
11.744***
|
1.592
|
5.707
|
13.23**
|
-9.392
|
Note: [1] * Significant at 10% level; ** Significant at 5% level; *** Significant at 1% level. |
4.2 Regional Study
Considering that there are strong geographical characteristics in both consumption and resources distribution of energy in China, a sub-regional analysis is conducted from in this paper. Based on the division of NBSC in 2011, China's mainland can be divided into four major economic regions: east, central, west and northeast, as shown in Table 9.
Table 9
Chinese economic regions division [1]
East
|
Beijing, Fujian, Guangdong, Hainan, Hebei, Jiangsu, Shandong, Shanghai, Tianjin, Zhejiang
|
Middle
|
Anhui, Henan, Hubei, Hunan, Jiangxi, Shanxi
|
West
|
Chongqing, Gansu, Guangxi, Guizhou, Inner Mongolia, Ningxia, Qinghai, Shaanxi, Sichuan, Xinjiang, Yunnan
|
|
North East
|
Heilongjiang, Jilin, Liaoning
|
|
|
Note: [1] The data sources for this article include provinces in mainland China, and as there is no energy consumption data for Tibet, this region is not included in the analysis of this paper. |
Table 10
Hausman test of energy consumption equation of regional panel data
|
Dependent Variable
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
East
|
Hausman test statistic
|
92.79
|
44.62
|
103.95
|
65.16
|
63.21
|
Prob.
|
0
|
0
|
0
|
0
|
0
|
Middle
|
Hausman test statistic
|
58.79
|
33.34
|
78.8
|
11.06
|
46.35
|
Prob.
|
0
|
0
|
0
|
0.0259
|
0
|
West
|
Hausman test statistic
|
119.32
|
60.97
|
137.09
|
147.48
|
129.44
|
Prob.
|
0
|
0
|
0
|
0
|
0
|
North East
|
Hausman test statistic
|
3.8
|
3.17
|
4.33
|
22.38
|
14.61
|
Prob.
|
0.1499
|
0.2049
|
0.115
|
0
|
0.0007
|
Based on the results of Table 10, the Hausman test of total primary energy, coal and other energy consumption in the Northeast is not significant, and the Hausman test of all types of energy consumption in various regions indicates that a fixed effect model should be adopted. Moreover, heteroscedasticity, serial correlation and cross-sectional dependence tests are also presented in Table 11, Table 12, Table 13. For regional panel data in this study, as the data section unit (N) is less than the data time span (T), Breusch-Pagan statistic is better for testing cross-sectional independence in the residuals of a fixed effect regression model, following Greene (2000). Based on the results of Table 11, Table 12, Table 13, as most equations of most energy consumption in most regions have heteroscedasticity, autocorrelation and inter-group correlation problems, regression with Driscoll-Kraay standard method is adopted. Results of Table 14 presented the significance test of coefficients of dummy variable and its interaction terms with explaining variables and indicated that there are structural change in the year of 2008, the coefficient estimates obtained by regressing the data from 1998-2017 and the two time periods of 1998-2008 and 2009-2017 respectively are shown in Table 15, Table 16, Table 17, and Table 18.
Table 11
Wald statistic test for groupwise heteroskedasticity of regional panel data
|
Dependent Variable
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
East
|
Wald test statistic
|
96.46
|
291.51
|
195.38
|
646.36
|
3701.45
|
Prob.
|
0
|
0
|
0
|
0
|
0
|
Middle
|
Wald test statistic
|
49.05
|
1259.37
|
71.83
|
154.93
|
8.43
|
Prob.
|
0
|
0
|
0
|
0
|
0.2086
|
West
|
Wald test statistic
|
340.5
|
236.43
|
69.21
|
4129.43
|
201.26
|
Prob.
|
0
|
0
|
0
|
0
|
0
|
North East
|
Wald test statistic
|
21.5
|
109.32
|
16.5
|
57.77
|
0.04
|
Prob.
|
0.0001
|
0
|
0.0009
|
0
|
0.9982
|
Table 12
Wooldridge test for autocorrelation in panel data
|
Dependent Variable
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
East
|
Wooldridge test statistic
|
11.396
|
8.154
|
14.996
|
48.566
|
213.128
|
Prob.
|
0.0082
|
0.0189
|
0.0038
|
0.0001
|
0
|
Middle
|
Wooldridge test statistic
|
16.87
|
26.038
|
32.405
|
0.264
|
23.291
|
Prob.
|
0.0093
|
0.0038
|
0.0023
|
0.6342
|
0.0048
|
West
|
Wooldridge test statistic
|
20.547
|
12.551
|
7.085
|
14.019
|
47.883
|
Prob.
|
0.0011
|
0.0053
|
0.0238
|
0.0046
|
0
|
North East
|
Wooldridge test statistic
|
3.789
|
16.037
|
0.01
|
31.108
|
58.606
|
Prob.
|
0.191
|
0.0571
|
0.9284
|
0.0307
|
0.0166
|
Table 13
Test for cross-sectional independence in panel data
|
Dependent Variable
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
East
|
Breusch-Pagan LM test statistic
|
92.574
|
73.364
|
107.164
|
68.184
|
154.023
|
|
Prob.
|
0
|
0.0048
|
0
|
0.0144
|
0
|
Middle
|
Breusch-Pagan LM test statistic
|
16.997
|
24.651
|
23.711
|
5.705
|
31.393
|
|
Prob.
|
0.319
|
0.0548
|
0.0702
|
0.8394
|
0.0078
|
West
|
Breusch-Pagan LM test statistic
|
76.237
|
N [1]
|
93.613
|
N[1]
|
88.172
|
|
Prob.
|
0.0306
|
N[1]
|
0.0009
|
N[1]
|
0.003
|
North East
|
Breusch-Pagan LM test statistic
|
1.156
|
10.197
|
2.984
|
3.953
|
4.248
|
|
Prob.
|
0.7635
|
0.017
|
0.3941
|
0.2666
|
0.2359
|
Note: N indicates too few common observations across panel. |
Table 14
Joint significance test of coefficients of dummy variable and its interaction terms with explaining variables
|
Equation
|
LnTOT
|
LnOTH
|
LnCOL
|
LnOIL
|
LnGAS
|
East
|
F( 11, 19)
|
11.9
|
26.85
|
6.09
|
93.27
|
7.9
|
|
Prob > F
|
0
|
0
|
0.0003
|
0
|
0.0001
|
Middle
|
F( 11, 19)
|
23.07
|
22.11
|
8.71
|
4.85
|
61.61
|
|
Prob > F
|
0
|
0
|
0
|
0.0013
|
0
|
West
|
F( 11, 19)
|
19.76
|
54.62
|
12.56
|
100.04
|
19.24
|
|
Prob > F
|
0
|
0
|
0
|
0
|
0
|
North East
|
F( 11, 19)
|
73.11
|
21.33
|
68.03
|
38.76
|
8.25
|
|
Prob > F
|
0
|
0
|
0
|
0
|
0
|
According to the results of the regression of the eastern region, income increase is still the driving factor of per capita total energy consumption and coal consumption, while it is not yet a driving factor for non-fossil energy consumption, or even a restraining factor. The increase in the proportion of household consumption in GDP has not become an opportunity for the development of non-fossil energy, and has even become a significant restraining factor after 2008, and it is still a driving factor that promotes the increase in total energy consumption, coal and oil consumption; The increase in the proportion of fixed asset investment significantly increases coal consumption and natural gas consumption in the region; The increase in the proportion of government expenditure has shown a certain inhibitory effect on total energy consumption, but has shown a significant promotion effect on natural gas consumption after 2008; The trade changes in the eastern region are more consistent with the national situation, that is, the proportion of exports in GDP has declined after 2008, while imports have shown an upward trend, and the changes in exports and total energy consumption have an inverse relationship, that is, as the proportion of exports in the eastern region has fallen, per capita total energy consumption increased, non-fossil energy consumption and natural gas consumption increased, coal and oil consumption showed a decrease change; An increase in the proportion of imports can play a role in restraining per capita total energy consumption; Urbanization is also one of the important driving factors of total energy consumption in the eastern region, but the effect is also showing a downward trend. The development of eastern urbanization has even suppressed oil consumption, which may be related to the realization of the relatively higher public transportation network; Most provinces in the eastern region are relatively scarce in fossil resources, and their own fossil energy consumption guarantee capacity is showing a downward trend, which is conducive to the development of non-fossil energy to a certain extent, but it has not become a constraint to restrain its fossil energy consumption; The increase in the fuel price index has not become a factor that restrains total energy consumption. The consumption of oil and coal still rises with the increase in the fuel index, but its promotion of non-fossil energy consumption and natural gas consumption is stronger, and this effect has become more effective after 2008, which shows that although the fuel price index increase cannot play a role in energy saving, it can promote the optimization of the energy structure of the region; In line with national estimates, the effect of energy efficiency improvement on energy conservation is diminishing.
Table 15
Coefficient estimations of East region panel data based on fixed-effects regression with Driscoll-Kraay standard [1]
Dependent Variable
|
LnTOT
|
|
|
LnOTH
|
|
|
LnCOL
|
|
|
LnOIL
|
|
|
LnGAS
|
|
|
Time Span
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2008-2017
|
LnGDP
|
0.198*
|
0.071
|
0.136**
|
0.152
|
0.508
|
-0.88***
|
0.297
|
-0.129
|
0.242*
|
0.452**
|
-0.046
|
0.006
|
0.385
|
-0.229
|
-0.116
|
LnVCON
|
-1.135***
|
-0.938***
|
-0.101
|
-0.635
|
-3.248**
|
1.759***
|
-1.46***
|
-0.927***
|
-0.423
|
-2.022***
|
-1.446**
|
0.794**
|
0.346
|
4.625***
|
3.252**
|
LnVINV
|
0.102
|
0.009
|
0.015
|
-0.292
|
1.314
|
-0.482
|
0.265***
|
0.092
|
0.056
|
0.191
|
0.102
|
-0.147
|
0.562
|
-0.839
|
1.053***
|
LnVGOV
|
-0.203**
|
-0.359***
|
-0.374**
|
-1.124**
|
-2.214***
|
0.797
|
-0.429**
|
-0.754***
|
0.437
|
0.225
|
-0.151
|
-0.427*
|
0.151
|
-2.488*
|
2.172***
|
LnVEXP
|
-0.165***
|
-0.116
|
0.084
|
-0.192
|
-0.057
|
-1.25*
|
0.209**
|
0.129*
|
0.595**
|
-0.622***
|
-0.618
|
0.347**
|
-0.01
|
0.047
|
-0.942**
|
LnVIMP
|
0.103
|
0.242**
|
-0.054**
|
-0.644*
|
-0.221
|
-0.506
|
-0.03
|
0.149***
|
-0.088
|
0.278
|
0.463
|
0.043
|
-0.866**
|
0.398
|
-0.579***
|
LnURR
|
0.482***
|
0.539**
|
0.129**
|
0.592**
|
0.873*
|
0.093
|
0.471***
|
0.370**
|
0.243*
|
0.877***
|
1.053*
|
-0.19**
|
-0.704
|
-1.999
|
-0.298
|
LnREE
|
-0.021
|
0.024
|
-0.109***
|
-0.277*
|
0.059
|
-0.047
|
-0.077
|
-0.076
|
-0.112
|
0.034
|
0.026
|
-0.412***
|
-0.821***
|
-0.428
|
-0.404*
|
LnEPR
|
0.013
|
0.114
|
0.245***
|
0.307
|
0.334
|
2.058***
|
-0.044
|
0.073
|
0.866***
|
-0.197
|
0.112
|
0.461***
|
1.477
|
1.273**
|
1.717***
|
LnEEF
|
-0.402***
|
-0.264**
|
-0.12*
|
-0.525***
|
-0.083
|
0.289
|
-0.173***
|
-0.164**
|
-0.02
|
-0.605***
|
-0.424*
|
-0.189*
|
-1.166*
|
-2.869**
|
0.36
|
_cons
|
9.607***
|
8.725***
|
6.378***
|
7.581*
|
7.796
|
-3.947*
|
8.486***
|
9.826***
|
-0.997
|
9.429***
|
8.089**
|
1.927
|
-2.023
|
5.785
|
-19.7***
|
Note: [1] * Significant at 10% level; ** Significant at 5% level; *** Significant at 1% level. |
Table 16
Coefficient estimations of Middle region panel data based on fixed-effects regression with Driscoll-Kraay standard [1]
Dependent Variable
|
LnTOT
|
|
|
LnOTH
|
|
|
LnCOL
|
|
|
LnOIL
|
|
|
LnGAS
|
|
|
Time Span
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
LnGDP
|
0.013
|
1.299**
|
0.014
|
0.078
|
3.894
|
0.015
|
0.010
|
0.269
|
-0.004
|
0.019
|
0.910
|
0.026*
|
0.117*
|
3.046**
|
0.039
|
LnVCON
|
-0.622*
|
0.317
|
0.539
|
-2.413
|
-3.223*
|
0.311
|
-1.029***
|
-1.257***
|
0.597**
|
-1.085**
|
-1.808
|
-0.849
|
-4.937**
|
-8.252***
|
0.245
|
LnVINV
|
0.210**
|
0.039
|
0.186
|
0.885
|
-0.511
|
0.507
|
-0.075
|
-0.005
|
-0.149*
|
-0.005
|
-0.024
|
0.275
|
1.578*
|
-0.45
|
-0.202
|
LnVGOV
|
-0.137
|
0.056
|
-0.586
|
0.844
|
3.226**
|
-1.767
|
0.127
|
0.192**
|
0.266
|
0.030
|
0.444
|
-0.821
|
2.767***
|
1.834**
|
1.567*
|
LnVEXP
|
0.062
|
0.269*
|
-0.050
|
0.929***
|
0.066
|
0.629
|
0.080
|
0.236***
|
-0.153
|
0.267***
|
-0.004
|
0.132
|
-0.152
|
0.239
|
0.388**
|
LnVIMP
|
-0.116**
|
0.009
|
-0.009
|
0.133
|
0.843
|
0.299
|
-0.029
|
-0.069
|
0.059
|
-0.183*
|
-0.217
|
-0.193**
|
-0.683
|
-0.877
|
0.448**
|
LnURR
|
0.127
|
0.014
|
-0.185
|
0.334
|
-0.446
|
0.450
|
0.203
|
-0.052
|
-0.067
|
0.325
|
0.574
|
0.320
|
1.672**
|
-0.016
|
0.500
|
LnREE
|
-0.142*
|
0.135
|
-0.276**
|
-0.208
|
0.168
|
0.150
|
-0.020
|
0.013
|
-0.049
|
-0.190
|
-0.362
|
-0.091
|
0.514*
|
0.530
|
0.404
|
LnEPR
|
0.215
|
0.122
|
0.335
|
0.178
|
0.662
|
-2.697*
|
0.35*
|
0.259
|
0.77**
|
-0.095
|
-0.214
|
-0.267
|
0.734
|
0.586
|
0.452
|
LnEEF
|
-0.425***
|
-0.244
|
-0.342**
|
-0.911*
|
0.17
|
-0.875***
|
-0.277***
|
-0.245
|
-0.074
|
0.054
|
0.301
|
-0.389***
|
-1.552***
|
-0.598
|
-1.024***
|
_cons
|
8.371***
|
-7.430
|
5.88***
|
3.132
|
-32.941
|
15.684
|
8.838***
|
7.771
|
2.059
|
7.043***
|
-0.462
|
9.266*
|
1.977
|
-0.090
|
-3.216
|
Note: [1] * Significant at 10% level; ** Significant at 5% level; *** Significant at 1% level. |
Table 17
Coefficient estimations of West region panel data based on fixed-effects regression with Driscoll-Kraay standard [1]
Dependent Variable
|
LnTOT
|
|
|
LnOTH
|
|
|
LnCOL
|
|
|
LnOIL
|
|
|
LnGAS
|
|
|
Time Span
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2008-2017
|
LnGDP
|
-0.021**
|
0.168
|
0.003
|
0.012
|
1.581**
|
0.049
|
-0.04***
|
0.199**
|
-0.021**
|
-0.055***
|
1.013**
|
-0.003
|
-0.014
|
-1.412**
|
0.004
|
LnVCON
|
-0.483*
|
-0.415
|
0.393
|
-3.894***
|
-0.248
|
-2.762**
|
-0.346
|
-0.564
|
-0.063
|
-2.801***
|
-1.913
|
-0.217
|
-1.895***
|
-1.324***
|
-0.694
|
LnVINV
|
0.028
|
0.014
|
-0.020
|
0.738
|
2.191**
|
-0.263
|
-0.05
|
-0.085
|
0.024
|
-0.233
|
0.041
|
0.057
|
-0.359*
|
-0.130
|
-0.387**
|
LnVGOV
|
-0.359***
|
-0.36***
|
-0.025
|
-0.11
|
-0.623
|
1.606
|
-0.286***
|
-0.309***
|
-0.137
|
-0.443
|
0.158
|
0.026
|
-0.025
|
-0.252
|
-0.136
|
LnVEXP
|
-0.062
|
0.095
|
-0.097
|
1.226***
|
0.364
|
0.497
|
-0.122***
|
-0.036
|
-0.123
|
-0.262**
|
0.155
|
-0.767
|
-0.537***
|
-0.586***
|
-0.346*
|
LnVIMP
|
0.065
|
0.016
|
0.024
|
-0.025
|
-0.193
|
0.118
|
0.065***
|
0.044
|
0.075
|
0.140
|
0.095
|
0.718
|
0.327**
|
0.189
|
-0.029
|
LnURR
|
0.108
|
0.086
|
-0.004
|
-1.228**
|
-2.483*
|
-0.455
|
0.204
|
0.496***
|
0.035
|
-0.624
|
-4.064***
|
1.066***
|
-0.301
|
-1.685**
|
0.482***
|
LnREE
|
0.010
|
0.022
|
-0.070
|
0.441
|
1.076
|
-0.160
|
0.036
|
-0.028
|
-0.011
|
-0.922***
|
-0.357
|
-1.017
|
-0.406**
|
-0.709**
|
-0.399**
|
LnEPR
|
0.559***
|
0.424*
|
1.394***
|
0.14
|
0.717
|
-0.948
|
0.52***
|
0.345**
|
0.751***
|
-0.726*
|
-0.624
|
1.115
|
0.866*
|
1.566**
|
0.895
|
LnEEF
|
-0.361***
|
-0.377***
|
-0.145**
|
-1.024***
|
-1.705*
|
-0.094
|
-0.384***
|
-0.274***
|
-0.363**
|
-0.793***
|
-1.268*
|
-0.094
|
-1.067***
|
-2.106***
|
-0.191
|
_cons
|
8.007***
|
6.63***
|
0.213
|
18.044***
|
-7.745
|
14.705
|
7.47***
|
5.726***
|
5.092**
|
24.084**
|
21.025**
|
-4.695
|
12.331***
|
26.905***
|
3.848
|
Note: [1] * Significant at 10% level; ** Significant at 5% level; *** Significant at 1% level. |
Table 18
Coefficient estimations of North East region panel data based on fixed-effects regression with Driscoll-Kraay standard [1]
Dependent Variable
|
LnTOT
|
|
|
LnOTH
|
|
|
LnCOL
|
|
|
LnOIL
|
|
|
LnGAS
|
|
|
Time Span
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2009-2017
|
1998-2017
|
1998-2008
|
2008-2017
|
LnGDP
|
0.843*
|
0.665
|
0.173
|
6.277
|
31.481***
|
-4.976
|
1.153**
|
1.688**
|
0.663
|
-0.871*
|
-1.958***
|
0.553
|
2.898**
|
2.426**
|
-0.068
|
LnVCON
|
-0.303
|
-0.438
|
0.227***
|
-5.52**
|
1.979
|
-2.433
|
-0.120
|
-0.603
|
0.395***
|
-0.289
|
-0.517
|
-0.035
|
-0.454
|
-0.718
|
1.486
|
LnVINV
|
-0.046
|
-0.260
|
0.042
|
-0.598
|
4.323*
|
-2.910
|
-0.014
|
0.030
|
0.208***
|
-0.043
|
-0.354**
|
-0.066
|
-0.174
|
0.103
|
0.178
|
LnVGOV
|
0.021
|
0.046
|
-0.035
|
2.950**
|
-1.364
|
0.946
|
0.147
|
-0.058
|
0.059
|
-0.235**
|
-0.624
|
0.161
|
-0.611**
|
0.264
|
-0.076
|
LnVEXP
|
0.039
|
-0.079
|
-0.035*
|
-1.867*
|
-1.48
|
-1.320
|
-0.266***
|
-0.190
|
-0.045
|
0.046
|
-0.022
|
-0.092***
|
-0.505**
|
-0.621
|
0.107
|
LnVIMP
|
0.146
|
0.045
|
-0.08***
|
-0.465
|
3.348
|
-0.665
|
0.249*
|
0.419*
|
-0.101*
|
-0.006
|
-0.154
|
0.050
|
-0.070
|
-0.100
|
-0.496
|
LnURR
|
0.568***
|
0.637
|
-0.047
|
1.804
|
-4.627
|
0.235
|
0.086
|
-0.165
|
0.095*
|
-0.001
|
0.076
|
0.108
|
-0.501***
|
-0.424
|
-0.518
|
LnREE
|
-0.108
|
-0.564***
|
0.007
|
1.198
|
2.733
|
0.296
|
0.048
|
0.029
|
0.106***
|
-0.074
|
-0.255
|
0.025
|
0.078
|
0.367
|
-0.032
|
LnEPR
|
0.129
|
0.090
|
0.588***
|
0.865
|
0.273
|
1.172
|
0.356**
|
0.151
|
0.603***
|
0.149*
|
0.121*
|
0.254*
|
0.588**
|
0.331
|
2.403***
|
LnEEF
|
-0.213**
|
-0.332
|
-0.009
|
-0.543
|
-3.496
|
0.416
|
-0.187*
|
-0.091
|
-0.032
|
-0.105
|
-0.355
|
-0.083*
|
-0.672**
|
-0.831
|
-0.231*
|
_cons
|
0.226
|
3.194
|
3.54**
|
-30.116
|
-200.416**
|
52.216
|
-2.057
|
-2.548
|
-2.239
|
13.708***
|
25.125***
|
1.224
|
-9.834
|
-7.394
|
-8.680
|
Note: [1] * Significant at 10% level; ** Significant at 5% level; *** Significant at 1% level. |
The increase in income levels in the central region does not seem to be the main driving factor for energy consumption; during the study period, the proportion of household final consumption in the region has risen and fallen. According to coefficient estimates, the increase in the proportion of household final consumption will reduce the total per capita primary energy consumption, but it will increase the coal consumption; The increase in the proportion of fixed asset investment in GDP will significantly increase per capita primary energy consumption and natural gas consumption in the region; The increase in the proportion of government consumption has a positive effect on non-fossil energy consumption, but the effect is no longer significant after 2008, and the promotion effect on natural gas consumption is still relatively significant; Different from the development of trade in the nation and the eastern region, the proportion of exports and imports in this region increased during the study period. According to the coefficient estimates, the increase in exports promoted the development of non-fossil energy consumption and oil consumption, and after 2008, natural gas consumption has been significantly increased. The increase in the proportion of imports has a certain inhibitory effect on primary energy consumption and oil consumption, but the effect is small, and after 2008, natural gas consumption has also been significantly increased. Overall, the increase in trade level has positive significance for energy conservation and emission reduction in the region; The promotion of energy consumption by urbanization in this region is mainly reflected in natural gas consumption; The energy resource endowment of the central region is also relatively lacking, but it has not inhibited its primary energy consumption, and as its fossil energy security capacity decreases, primary energy consumption has been greatly increased after 2008; Compared with the whole country and the eastern region, the improvement of energy efficiency in this region still has a greater potential for energy conservation.
The increase in income levels in the western region seems to have become a factor in restraining energy consumption, which is not in line with the level and stage of its economic development. The increase in the proportion of household final consumption in GDP is a powerful energy-saving factor; The increase in the proportion of fixed asset investment in this region was significant during the study period. It was a driving factor for the development of non-fossil energy before 2008, but for natural gas consumption, investment was a restraining factor; Government consumption was also a restraining factor for primary energy and coal consumption before 2008; In terms of import and export, the proportion of imports and exports of western provinces has risen and fallen. The increase in exports has a very positive effect on increasing non-fossil energy consumption and reducing fossil energy consumption. The increase in the proportion of imports has a boosting effect on natural gas consumption; The development of urbanization does not seem to be beneficial to the consumption of non-fossil energy in the region, but the impact of this unfavorable factor is weakening. In addition, the development of urbanization has a significant role in promoting oil and natural gas consumption; The western region has strong fossil energy security capabilities and is the main source of fossil energy consumption in the country. However, the increase in resource security capabilities in the region has a clear reverse relationship with oil and natural gas consumption, indicating that more oil and gas have been shipped to the central and eastern regions; Rising fuel prices have not become a factor in restraining energy consumption in the region, and even have a significant promotion effect on coal consumption, and it has not promoted the development of non-fossil energy; the energy-saving effect of energy efficiency improvement in the region has also declined as a whole.
Increasing income in the Northeast is still one of the main driving factors for its energy consumption, but this effect is decreasing. Increase in income has a restraining effect on oil consumption, but this effect is also decreasing; The increase in the proportion of household consumption will increase primary energy consumption and curb non-fossil energy consumption; The increase in the proportion of fixed asset investment in the region was conducive to the development of non-fossil energy before 2008, but after 2008 it has significantly promoted the consumption of coal; The increase in the proportion of government expenditure in the region is conducive to the development of non-fossil energy and has a certain restraining effect on natural gas consumption; During the study period, the proportion of exports in the region has dropped significantly, and the proportion of imports has risen overall. According to the coefficient estimates, the decline in exports is not conducive to energy conservation, and the rise in the proportion of imports will significantly increase coal consumption, that is, the development of trade in the region lacks positive significance for energy conservation and emission reduction; Urbanization in this area is the main driving factor of per capita primary energy consumption, and its effects seem to have not undergone significant structural changes; Historically, the region's fossil energy resource security capability was strong, and it has shown a downward trend in recent years. The decline in resource security capacity before 2008 has an inverse relationship with its per capita primary energy consumption. After 2008, the decline in resource security capacity has a certain inhibitory effect on its per capita coal consumption. The increase in fuel prices has not suppressed the consumption of fossil energy in the region, nor has it promoted the consumption of non-fossil energy; The improvement of energy efficiency in this region is relatively small compared with other regions, and there is no obvious structural change as a whole.