Can China’s Digital Inclusive Finance Alleviate Rural Poverty? An Empirical Analysis from the Perspective of Regional Economic Development and an Income Gap
Abstract
:1. Introduction
2. Literature Review and Research Hypothesis
3. Data and Empirical Model
3.1. Data Sources
3.2. Variable Measurement
- (1)
- Dependent variable: Poverty alleviation level for rural residents (PCDI). In poverty alleviation work, residents’ income is an important measure of “abundance” and an important indicator of absolute poverty [1]. Considering the accessibility of poverty data, this study uses the net income per capita for rural residents (PCDI) to measure the poverty alleviation level of the rural inhabitants. The net income per capita for rural residents reflects the average level of income of all rural inhabitants in an area. The higher the net income per capita for rural inhabitants, the lower the poverty level of the rural inhabitants in this area, and the higher the poverty alleviation level of the rural residents. On the contrary, the lower the net income per capita for the rural inhabitants, the lower the poverty alleviation level of the rural residents. In 2013, the national bureau of statistics unified the indicator of rural per capita net income with urban per capita disposable income and changed the caliber to rural per capita disposable income. According to the relevant statistical yearbooks, there is not much difference between the two, so the per capita disposable income of the rural inhabitants in the corresponding year is used to replace the net income per capita for rural inhabitants.
- (2)
- Independent variable: digital inclusive finance (DIF). The DIF data is released by the Digital Finance Research Center of Peking University. The DIF index contains three sub-indicators: the breadth of coverage (lnDIF_B), depth of use (lnDIF_D), and degree of digitization (lnDIG). To a certain extent, it is scientific, reasonable, and authoritative and has been widely used by domestic scholars in research related to DIF [41]. Now, we must examine its impact on the poverty alleviation level of rural residents. Considering the dimensional difference between the data of each variable, this paper uses the logarithm of the original DIF index and its sub-dimension data.
- (3)
- Mediating variables: (1) The level of regional economic growth (RGDP). This study uses the per capita gross product (RGDP) of each province (autonomous region and municipality) to evaluate the regional economic development level [42]. Under normal circumstances, the increase in regional GDP per capita means that the economic growth of the area is improving, the income level of residents would increase, and poverty would be alleviated. Founded on the existing study, this paper utilizes the gross product per capita (RGDP) to evaluate the regional economic growth level. (2) The rural-urban income gap (Theil). This study picks the Theil index to evaluate income disparity. The indicators for evaluating income disparity mainly incorporate the Gini coefficient and the Theil index [43,44]. Among them, the Gini coefficient is a common indicator to evaluate income disparity. However, it is only susceptible to changes in the income of the bourgeoisie, and it is hard to differentiate whether the expansion of the Gini coefficient is due to the general increase in the income of all classes or the further widening of the wealth gap, which leads to the lower earnings of the low-earnings class and the higher income of the high-earnings class. Founded on the comparative study in this article, in comparison to the Gini coefficient, the Theil index not only fully considers the impact of people but also is more responsive to alterations in the earnings of different classes and two segments and reflects the alterations in the earnings of different classes and changes in the urban-rural population ratio well. The larger the Theil index is, the larger the income disparity between residents. Narrowing the income disparity between residents is not only helpful for poverty alleviation but also for social equity and stability, and economic growth.
- (4)
- Control variables: This study draws on the existing research literature to select the control variables as follows [45,46]: (1) Transportation infrastructure (road). In order to better describe the traffic accessibility of each province, this study picks the proportion of the total mileage of graded highways and other highways in the area of the administrative area, that is, the density of provincial highways; (2) The level of the external openness (open) is measured with the percentage of total imports and exports to the region’s GDP; (3)The level of financial support for agriculture (GOV), which is expressed by the percentage of fiscal support for agriculture in general public budget expenditures, of which financial support for agriculture is calculated as the expenditure on agriculture, forestry, and water affairs; (4) Rural education development level (EDU), utilizing the average years of education to evaluate the level of education. EDU = (number of people with primary school education/total number of people) × 6 + (number of people with junior high school education/total number of people) × 9 + (number of people with high school education/total number of people) × 12 + (college degree and above/total number of people) × 16; (5) The employment level of the rural population (JOB) is evaluated with the proportion of rural private enterprises and rural individuals employed in the total population in rural areas.
3.3. Model Specification
4. Empirical Results and Analysis
4.1. Baseline Analysis
4.2. Robustness and Endogeneity Test
4.3. Heterogeneity Analysis
4.4. Mediation Effect Analysis
4.4.1. DIF, Regional Economic Development, and the Poverty Alleviation Level of Rural Residents
4.4.2. DIF, the Urban-Rural Income Gap, and the Poverty Alleviation Level of Rural Residents
4.5. Expanded Research
5. Research Conclusions and Recommendations
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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Variables | Sample Size | Mean | Standard Deviation | Min | Max | |
---|---|---|---|---|---|---|
Dependent variable | LnPCDI | 300 | 9.358 | 0.413 | 8.271 | 10.46 |
Explanatory variable | LnDIF | 300 | 5.219 | 0.668 | 2.909 | 6.068 |
LnDIF_B | 300 | 5.075 | 0.820 | 0.673 | 5.984 | |
LnDIF_D | 300 | 5.201 | 0.648 | 1.911 | 6.192 | |
LnDIG | 300 | 5.510 | 0.698 | 2.026 | 6.136 | |
Mediating variables | LnRGDP | 300 | 9.834 | 0.862 | 7.421 | 11.68 |
Theil | 300 | 0.096 | 0.044 | 0.0195 | 0.227 | |
Control variables | Open | 300 | 0.411 | 0.462 | 0.012 | 2.397 |
JOB | 300 | 0.233 | 0.375 | 0.180 | 2.665 | |
EDU | 300 | 9.232 | 0.887 | 7.514 | 12.80 | |
GOV | 300 | 0.115 | 0.0328 | 0.041 | 0.204 | |
Road | 300 | 0.952 | 0.5088 | 0.018 | 2.665 |
LnPCDI | LnDIF | Open | JOB | EDU | GOV | Road | |
---|---|---|---|---|---|---|---|
LnPCDI | 1 | ||||||
LnDIF | 0.754 *** | 1 | |||||
Open | 0.499 *** | 0.0740 | 1 | ||||
JOB | 0.604 *** | 0.275 *** | 0.662 *** | 1 | |||
EDU | 0.680 *** | 0.324 *** | 0.644 *** | 0.642 *** | 1 | ||
GOV | −0.463 *** | −0.0420 | −0.709 *** | −0.471 *** | −0.546 *** | 1 | |
Road | 0.524 *** | 0.239 *** | 0.499 *** | 0.500 *** | 0.406 *** | −0.721 *** | 1 |
Testing Method | p-Value | Conclusion |
---|---|---|
LM test | 0.000 | RE is better than POLS |
F test | 0.000 | FE is better than POLS |
Hausman test | 0.000 | FE is better than RE |
Conclusion | FE is the optimal model |
Variables | (1) | (2) | (3) | (4) | (5) |
---|---|---|---|---|---|
LnPCDI | LnPCDI | LnPCDI | LnPCDI | LnPCDI | |
LnDIF | 0.395 *** | 0.272 *** | |||
(39.45) | (21.75) | ||||
LnDIF_B | 0.202 *** | ||||
(19.64) | |||||
LnDIF_D | 0.266 *** | ||||
(17.47) | |||||
LnDIG | 0.170 *** | ||||
(11.77) | |||||
Open | −0.160 *** | −0.073 | −0.042 | −0.061 | |
(−4.38) | (−1.26) | (−0.68) | (−0.82) | ||
EDU | 0.139 *** | 0.189 *** | 0.135 ** | 0.274 *** | |
(3.72) | (4.81) | (3.12) | (5.50) | ||
GOV | 0.692 | 0.611 | 0.758 | 2.861 *** | |
(1.29) | (1.06) | (1.23) | (4.04) | ||
JOB | 0.172 ** | 0.199 ** | 0.163 * | 0.137 | |
(2.83) | (3.07) | (2.36) | (1.64) | ||
Road | 0.634 *** | 0.740 *** | 0.857 *** | 1.032 *** | |
(6.48) | (7.19) | (7.90) | (7.96) | ||
_cons | 7.296 *** | 5.934 *** | 5.787 *** | 5.788 *** | 4.513 *** |
(138.50) | (19.18) | (17.57) | (16.27) | (11.14) | |
N | 300 | 300 | 300 | 300 | 300 |
adj. R2 | 0.836 | 0.893 | 0.878 | 0.860 | 0.798 |
F | 1556.009 | 381.233 | 329.329 | 281.625 | 182.419 |
Variable | (1) | (2) | (3) | (4) | (5) | (6) |
---|---|---|---|---|---|---|
Phase I | Phase II | |||||
LnPCDI | 2011–2016 | 2017–2020 | LnPCDI | LnDIF | LnPCDI | |
LnDIF | 0.251 *** | 0.219 *** | 0.965 *** | 0.498 *** | ||
(18.54) | (17.42) | (31.36) | (14.41) | |||
L.LnDIF | 0.236 *** | |||||
(23.22) | ||||||
Inter | 0.402 *** | |||||
(10.37) | ||||||
Control Variable | Control | Control | Control | Control | Control | Control |
_cons | 5.926 *** | 6.916 *** | 3.741 *** | 6.399 *** | −0.762 | 6.275 *** |
(18.61) | (19.44) | (18.90) | (23.37) | (−1.26) | (29.73) | |
N | 260 | 180 | 120 | 270 | 300 | 300 |
adj. R2 | 0.901 | 0.907 | 0.973 | 0.912 | 0.438 | 0.794 |
F | 359.363 | 235.4 | 325.4 | 353.7 | 34.19 |
Variables | (1) | (2) | (3) | (4) | (5) | (6) | (7) | (8) | (9) |
---|---|---|---|---|---|---|---|---|---|
Eastern Part | Middle Part | Western Part | Eastern Part | Middle Part | Western Part | Eastern Part | Middle Part | Western Part | |
LnDIF | 0.299 *** | 0.229 *** | 0.204 *** | ||||||
(12.69) | (11.32) | (9.01) | |||||||
LnDIF_B | 0.298 *** | 0.200 *** | 0.114 *** | ||||||
(14.52) | (13.12) | (6.67) | |||||||
LnDIF_D | 0.292 *** | 0.239 *** | 0.176 *** | ||||||
(9.84) | (8.38) | (7.53) | |||||||
Control variable | Control | Control | Control | Control | Control | Control | Control | Control | Control |
_cons | 6.836 *** | 5.658 *** | 5.193 *** | 6.997 *** | 5.944 *** | 4.918 *** | 6.967 *** | 5.283 *** | 5.210 *** |
(13.30) | (11.23) | (10.50) | (14.85) | (12.90) | (8.58) | (11.45) | (8.85) | (9.44) | |
N | 120 | 90 | 90 | 120 | 90 | 90 | 120 | 90 | 90 |
adj. R2 | 0.907 | 0.914 | 0.920 | 0.923 | 0.930 | 0.891 | 0.876 | 0.878 | 0.902 |
F | 177.662 | 144.793 | 137.472 | 215.954 | 179.935 | 98.691 | 128.392 | 98.280 | 111.507 |
Variables | (1) | (2) | (3) | (4) | (5) | (6) | (7) | (8) |
---|---|---|---|---|---|---|---|---|
RGDP | lnPCDI | RGDP | lnPCDI | RGDP | lnPCDI | RGDP | lnPCDI | |
LnDIF | 0.165 *** | 0.182 *** | ||||||
(12.37) | (13.88) | |||||||
LnDIF_B | 0.130 *** | 0.127 *** | ||||||
(12.87) | (11.44) | |||||||
LnDIF_D | 0.161 *** | 0.162 *** | ||||||
(10.76) | (11.24) | |||||||
LnDIG | 0.097 *** | 0.093 *** | ||||||
(7.51) | (8.19) | |||||||
RGDP | 0.546 *** | 0.577 *** | 0.648 *** | 0.796 *** | ||||
(10.91) | (10.49) | (12.50) | (15.42) | |||||
Control variable | Control | Control | Control | Control | Control | Control | Control | Control |
_cons | 8.853 *** | 1.102 * | 8.860 *** | 0.671 | 8.757 *** | 0.117 | 7.945 *** | −1.814 *** |
(26.87) | (2.16) | (27.42) | (1.20) | (25.15) | (0.22) | (21.98) | (−3.63) | |
N | 300 | 300 | 300 | 300 | 300 | 300 | 300 | 300 |
adj. R2 | 0.786 | 0.929 | 0.793 | 0.917 | 0.764 | 0.916 | 0.715 | 0.899 |
F | 170.705 | 508.492 | 177.634 | 429.656 | 150.599 | 423.971 | 118.378 | 348.526 |
Sobel test | 0.1202 *** | 0.1034 *** | 0.1225 *** | 0.1096 *** | ||||
(z = 8.647) | (z = 8.653) | (z = 8.424) | (z = 7.215) | |||||
Goodman-1 test | 0.1202 *** | 0.1034 *** | 0.1225 *** | 0.1096 *** | ||||
(z = 8.633) | (z = 8.639) | (z = 8.412) | (z = 7.204) | |||||
Goodman-2 test | 0.1202 *** | 0.1034 *** | 0.1225 *** | 0.1096 *** | ||||
(z = 8.661) | (z = 8.667) | (z = 8.437) | (z = 7.226) | |||||
Intermediary effects | 33.845% | 36.853% | 32.74% | 41.622% |
Variables | (1) | (2) | (3) | (4) | (5) | (6) | (7) | (8) |
---|---|---|---|---|---|---|---|---|
Theil | lnPCDI | Theil | lnPCDI | Theil | lnPCDI | Theil | lnPCDI | |
LnDIF | −0.017 *** | 0.223 *** | ||||||
(−8.24) | (17.81) | |||||||
LnDIF_B | −0.014 *** | 0.162 *** | ||||||
(−8.94) | (15.07) | |||||||
LnDIF_D | −0.014 *** | 0.213 *** | ||||||
(−6.13) | (15.77) | |||||||
LnDIG | −0.010 *** | 0.125 *** | ||||||
(−5.56) | (9.80) | |||||||
Theil | −2.983 *** | −2.974 *** | −3.883 *** | −4.564 *** | ||||
(−8.29) | (−7.41) | (−10.64) | (−10.47) | |||||
Control variable | Control | Control | Control | Control | Control | Control | Control | Control |
_cons | 0.308 *** | 6.852 *** | 0.301 *** | 6.681 *** | 0.339 *** | 7.106 *** | 0.396 *** | 6.322 *** |
(6.22) | (23.30) | (6.22) | (20.84) | (6.48) | (22.37) | (7.90) | (16.78) | |
N | 300 | 300 | 300 | 300 | 300 | 300 | 300 | 300 |
adj. R2 | 0.463 | 0.917 | 0.483 | 0.901 | 0.403 | 0.905 | 0.388 | 0.862 |
F | 44.495 | 431.052 | 47.789 | 355.125 | 36.114 | 373.271 | 34.262 | 244.547 |
Sobel test | 0.0778 *** | 0.0668 *** | 0.0815 *** | 0.0613 *** | ||||
(z = 6.147) | (z = 6.347) | (z = 6.046) | (z = 4.34) | |||||
Goodman-1 test | 0.0778 *** | 0.0668 *** | 0.0815 *** | 0.0613 *** | ||||
(z = 6.137) | (z = 6.335) | (z = 6.036) | (z = 4.333) | |||||
Goodman-2 test | 0.0778 *** | 0.0668 *** | 0.0815 *** | 0.0613 *** | ||||
(z = 6.158) | (z = 6.36) | (z = 6.056) | (z = 4.348) | |||||
Intermediary effects | 21.917% | 23.807% | 21.776% | 23.284% |
Threshold Variables | Models | F-Value | p-Value | Number of BS | 1% Threshold | 5% Threshold | 10% Threshold |
---|---|---|---|---|---|---|---|
Total digital inclusive finance index | Single threshold | 43.00 *** | 0.010 | 500 | 42.8889 | 36.5331 | 31.8878 |
double threshold | 34.13 *** | 0.006 | 500 | 28.2859 | 22.0959 | 20.1348 | |
three threshold | 30.08 | 0.992 | 500 | 138.126 | 119.1617 | 107.0717 | |
Breadth of coverage | Single threshold | 55.89 *** | 0.000 | 500 | 37.4749 | 28.1436 | 24.6416 |
double threshold | 44.11 *** | 0.000 | 500 | 28.8145 | 21.3555 | 18.5889 | |
three threshold | 35.39 | 0.924 | 500 | 105.324 | 88.0746 | 81.6542 | |
Depth of use | Single threshold | 41.78 *** | 0.002 | 500 | 38.9808 | 30.2118 | 27.5251 |
double threshold | 30.98 ** | 0.018 | 500 | 32.9611 | 25.7827 | 22.1627 | |
three threshold | 25.72 | 0.560 | 500 | 97.9315 | 86.6842 | 77.2437 | |
Degree of digitization | Single threshold | 47.75 *** | 0.010 | 500 | 46.272 | 36.5125 | 33.6711 |
double threshold | 32.24 ** | 0.042 | 500 | 39.1731 | 31.0936 | 27.0367 | |
three threshold | 36.64 | 0.714 | 500 | 125.2511 | 104.4925 | 95.1005 |
Threshold Variables | Threshold Estimates | 95% Confidence Interval | |
---|---|---|---|
Total digital inclusive finance index | First threshold estimate: 10.6127 | 10.5918 | 10.6275 |
Second threshold estimate: 11.2599 | 11.2288 | 11.3129 | |
Breadth of coverage | First threshold estimate: 10.6127 | 10.5918 | 10.6275 |
Second threshold estimate: 11.2599 | 11.2288 | 11.3129 | |
Depth of use | First threshold estimate: 10.4332 | 10.4152 | 10.4403 |
Second threshold estimate: 11.2599 | 11.2288 | 11.3129 | |
Degree of digitization | First threshold estimate: 10.4332 | 10.4152 | 10.4403 |
Second threshold estimate: 10.6717 | 10.6275 | 10.6783 |
Variables | (1) | (2) | (3) | (4) |
---|---|---|---|---|
LnPCDI | LnPCDI | LnPCDI | LnPCDI | |
LnDIF_1(RGDP ≤ 10.6127) | 0.235 *** | |||
(18.04) | ||||
LnDIF_2(10.6127 < RGDP ≤ 11.2599) | 0.256 *** | |||
(19.05) | ||||
LnDIF_3(11.2599 < RGDP) | 0.285 *** | |||
(22.39) | ||||
LnDIF_B1(RGDP ≤ 10.6127) | 0.174 *** | |||
(8.63) | ||||
LnDIF_B2(10.6127 < RGDP ≤ 11.2599) | 0.198 *** | |||
(10.39) | ||||
LnDIF_B3(11.2599 < RGDP) | 0.233 *** | |||
(12.92) | ||||
LnDIF_D1(RGDP ≤ 10.4332) | 0.193 *** | |||
(9.81) | ||||
LnDIF_D2(10.4332 < RGDP ≤ 11.2599) | 0.224 *** | |||
(11.79) | ||||
LnDIF_D3(11.2599 < RGDP) | 0.256 *** | |||
(13.72) | ||||
LnDIG1(RGDP ≤ 10.4332) | 0.106 *** | |||
(4.88) | ||||
LnDIG2(10.4332 < RGDP ≤ 10.6717) | 0.138 *** | |||
(7.24) | ||||
LnDIG3(10.6717 < RGDP) | 0.159 *** | |||
(8.73) | ||||
Control variables | Control | Control | Control | Control |
Constant | 6.350 *** | 6.332 *** | 6.033 *** | 5.842 *** |
(17.61) | (15.86) | (15.45) | (12.47) | |
Observations | 300 | 300 | 300 | 300 |
R-squared | 0.930 | 0.925 | 0.906 | 0.867 |
F | 308.1 | 280.1 | 202.0 | 129.3 |
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Xiong, M.; Li, W.; Teo, B.S.X.; Othman, J. Can China’s Digital Inclusive Finance Alleviate Rural Poverty? An Empirical Analysis from the Perspective of Regional Economic Development and an Income Gap. Sustainability 2022, 14, 16984. https://doi.org/10.3390/su142416984
Xiong M, Li W, Teo BSX, Othman J. Can China’s Digital Inclusive Finance Alleviate Rural Poverty? An Empirical Analysis from the Perspective of Regional Economic Development and an Income Gap. Sustainability. 2022; 14(24):16984. https://doi.org/10.3390/su142416984
Chicago/Turabian StyleXiong, Mingzhao, Wenqi Li, Brian Sheng Xian Teo, and Jaizah Othman. 2022. "Can China’s Digital Inclusive Finance Alleviate Rural Poverty? An Empirical Analysis from the Perspective of Regional Economic Development and an Income Gap" Sustainability 14, no. 24: 16984. https://doi.org/10.3390/su142416984
APA StyleXiong, M., Li, W., Teo, B. S. X., & Othman, J. (2022). Can China’s Digital Inclusive Finance Alleviate Rural Poverty? An Empirical Analysis from the Perspective of Regional Economic Development and an Income Gap. Sustainability, 14(24), 16984. https://doi.org/10.3390/su142416984