Spatio-Temporal Evolution and Influencing Factors of High Quality Development in the Yunnan–Guizhou, Region Based on the Perspective of a Beautiful China and SDGs
Abstract
:1. Introduction
2. Study Area and Data
2.1. Study Area
2.1.1. Study Small Areas
2.1.2. Data Source
3. Research Method
3.1. Evolution Logic of Beautiful China, SDGs, and High-Quality Development
3.2. Construction of the Index System
3.3. The Entropy Weight–TOPSIS Model
- (1)
- Build a judgment matrix:
- (2)
- Normalize the judgment matrix to obtain the normalized matrix B.
- (3)
- According to the definition of entropy, determine the entropy of the evaluation in dex (H1):
- (4)
- The entropy weight of the evaluation index (W):
- (5)
- Find the weight set of each indicator [ ]:
- (6)
- Calculate the weight set according to the entropy weight method above (R), determining the ideal solution ( ), and determine the negative ideal solution ( ):
- (7)
- Calculate the distances and for each scheme from and :
- (8)
- Calculate the relative closeness of each scheme to the ideal solution (evaluation index):
3.4. Geographic-Weighted Regression (GWR)
4. Results and Analysis
4.1. Spatio-Temporal Pattern and Evolution Characteristics of the High-Quality Development of YGR
4.1.1. Characteristics of the Spatio-Temporal Pattern of the High-Quality Development of YGR
4.1.2. Characteristics of the Spatio-Temporal Evolution of the High-Quality Development of YGR
4.2. Identification of the Influencing Factors on the Spatio-Temporal Evolution of the High-Quality Development of YGR
4.2.1. Geographic Detection Results of the Influencing Factors
4.2.2. Spatial Differences in the Role of the Influencing Factors
- (1)
- The action model of the change in urban built-up areas
- (2)
- The action model of the change of per capita GDP
- (3)
- The action model of the change of total import and export
- (4)
- The action model of the change of tourism income
- (5)
- The action model of the change of total fixed asset investment
4.3. Quantitative Expression of Influencing Factors
- (1)
- The influencing factors
- (2)
- The strength of influencing factors
5. Discussion
5.1. Discussion on High Quality Development Level
5.2. Discussion on Influencing Factors
5.3. Limitations and Policy Implications
6. Conclusions
- (1)
- The high-quality development in the Yunnan–Guizhou area generally presents the spatial pattern of “central Yunnan–central Guizhou core dual drive” and “high east and low west”. In other words, Kunming and Guiyang have a higher development level. The high-quality development level of Guizhou province is higher than that of Yunnan province. In addition, the evolution speed of high-quality development in YGR generally presents the characteristics of “low speed–relatively high speed–high speed”.
- (2)
- The evolution of high-quality development in the YGR is mainly affected by the change of urban built-up area, per capita GDP, total foreign trade import and export, tourism income, and total fixed asset investment. The change of urban built-up area has both positive and negative correlation effects on the evolution of the development of the YGR in different time periods. The impact intensity generally decreased from west to east. Changes in per capita GDP and tourism income have positive correlated effects across all the time periods. The influence intensity decreased from north to south, and from west to east, respectively. The changes in total import and export and total fixed asset investment had negative correlation effects in a few cities at the early stage of the study. However, it gradually became a positive correlation effect for all the cities as the time increased. The influence intensity decreased from west to east and from center to east and west, respectively.
- (3)
- The five influencing factors on the evolution of high-quality development in the YGR have some differences in the mode and intensity of action in different time periods. Three forms exist in terms of action modes: dual factor enhancement, nonlinear enhancement, and the independent form. In terms of effect intensity, from 2005 to 2018, the change of total import and export and tourism income, had the strongest interaction. From 2005 to 2010, the interaction between the change of per capita GDP and tourism income was the strongest. From 2010 to 2015, the change of total import and export had the strongest interaction with the change of the total fixed asset investment. From 2015 to 2018, the change of tourism income had the strongest interaction with the change of the total fixed asset investment.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Conflicts of Interest
References
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Standard Floor | Elements Layer | Indicator Layer | Corresponding to the Beautiful China/Sustainable Development Evaluation System | Corresponding to the SDG Index | Class | Class | Weight |
---|---|---|---|---|---|---|---|
Resource load | Water resources utilization | Per capita water consumption/m3 | Peak et al. [31] | / | select | - | 0.0070 |
Water consumption per unit of GDP/(m3·Wan Yuan−1) | Zhu Jing et al. [32]; Wang Tao et al. [33] | 6.4.1 | select | - | 0.0046 | ||
Water consumption per unit of industrial added value/(m3·Wan Yuan−1) | Zhu Jing et al. [32] | 6.4.1 | select | - | 0.0032 | ||
The sources of energy consume | Energy consumption per unit of GDP ab/(tce·Wan Yuan−1) | Fang Chuanglin et al. [34]; Zhu Jing et al. [32]; Wang Tao et al. [33] | / | select | - | 0.0044 | |
Unit GDP power consumption/(kW h ten thousand yuan−1) | Fang Chuanglin et al. [34] | / | select | - | 0.0096 | ||
Energy consumption per unit of industrial added value/(tce ten thousand yuan−1) | / | / | continue | - | 0.0026 | ||
Land develop | Grain planting area/ten million ha | / | 2.4.1 | improve | + | 0.0391 | |
highway mileage/km | Xie Binggeng et al. [35] | / | select | + | 0.0241 | ||
Urban built-up area of/km2 | / | / | continue | + | 0.0629 | ||
Economy develop | Economy actual strength | per capita GDP ab/first | Fang Chuanglin et al. [34]; Xie Binggeng et al. [35]; Zhu Jing et al. [32] | 8.1.1 | select | + | 0.0458 |
GDP annual growth rate/% | Zhu Jing et al. [32] | 8.1.1 | select | + | 0.0143 | ||
Industrial value added accounted for GDP a/% | Xie Binggeng et al. [35] | / | select | + | 0.0233 | ||
Economy latent capacity | Science and technology expenditure accounts for/% of local fiscal expenditure | Fang Chuanglin et al. [34]; Wang Tao et al. [36] | 1.a.2 | select | + | 0.0485 | |
The expenditure on education accounts for/% of the local fiscal expenditure | Fang Chuanglin et al. [34] | 1.a.2 | select | + | 0.0104 | ||
R & D input strength ab/% | Zhu Jing et al. [32]; Wang Tao et al. [33] | 9.5.1 | select | + | 0.0550 | ||
Economy vigor | Total foreign trade import and export volume ab/billions of dollars | / | / | select | 0.1730 | ||
Tourism income b/100 million | / | 8.9.1 | improve | + | 0.0982 | ||
gross fixed asset formation b/100 million | Xie Binggeng et al. [35] | / | select | + | 0.0765 | ||
Organism’s habits environment protect | Environment foundation | land area covered with trees ab/% | √ Peak et al. [31]; Wang Tao et al. [33] | 15.1.1 | select | + | 0.0084 |
Green coverage rate of the built-up area/% | Zhu Jing et al. [32]; Wang Tao et al. [33] | / | select | + | 0.0117 | ||
Good air quality rate ab/% | √ Fang Chuanglin et al. [34]; Gao Feng et al. [31]; Wang Tao et al. [33] | / | select | + | 0.0061 | ||
Environment pollute | Industrial sulfur dioxide emissions/t | Peak et al. [31]; Zhu Jing et al. [32] | / | select | - | 0.0074 | |
Industrial wastewater discharge/million t | / | 6.3.1 | improve | - | 0.0045 | ||
Agricultural chemical fertilizer application amount/t | √ Peak et al. [31] | / | select | - | 0.0059 | ||
Environment administer | Urban domestic sewage treatment rate/% | √ Fang Chuanglin et al. [34]; Wang Tao et al. [33] | 6.3.1 | select | + | 0.0197 | |
Comprehensive utilization rate of industrial solid waste/% | Peak et al. [31] | 11.6.1 | select | + | 0.0153 | ||
Non-harmless treatment rate of urban household garbage/% | √ Fang Chuanglin et al. [34]; Wang Tao et al. [33] | / | select | + | 0.0149 | ||
Society progress | Society harmonious | Urbanization rate ab/% | Fang Chuanglin et al. [34]; Xie Binggeng et al. [35]; Zhu Jing et al. [32] | / | select | + | 0.0210 |
Urban-rural disposable income ratio b | Fang Chuanglin et al. [34]; Zhu Jing et al. [32]; Wang Tao et al. [33] | / | select | - | 0.0067 | ||
The number of deaths in various production safety accidents b/human being | Zhu Jing et al. [32]; Wang Tao et al. [33] | 8.8.1 | select | - | 0.0092 | ||
The people’s livelihood ensure | Registered urban unemployment rate ab/% | Zhu Jing et al. [32]; Wang Tao et al. [33] | 8.5.2 | select | - | 0.0082 | |
Urban worker basic endowment insurance participation rate b/% | / | 1.3.1 | improve | + | 0.0487 | ||
per capita output of grain ab/kg | Zhu Jing et al. [32] | 2.3.1 | select | + | 0.0119 | ||
Public serve promote | Ten thousand people have the number of health technicians/person | Fang Chuanglin et al. [34]; Xie Binggeng et al. [35]; Zhu Jing et al. [32] | 3.c.1 | select | + | 0.0261 | |
Ten thousand people have a middle school number/person | Fang Chuanglin et al. [34] | 4.1.2 | improve | + | 0.0158 | ||
Internet penetration rate/% | Fang Chuanglin et al. [34]; Zhu Jing et al. [32] | 9.c.1 | select | + | 0.0560 |
Particular Year | Urban Built-Up Area Change Value (X1) | Per Capita GDP Change Value (X2) | Total Import and Export Change Value (X3) | Tourism Income Change Value (X4) | Gross Fixed Asset Formation Change Value (X5) |
---|---|---|---|---|---|
2005–2018 | 0.6346 | 0.6607 | 0.8518 | 0.7861 | 0.7930 |
2005–2010 | 0.6986 | 0.3931 | 0.6960 | 0.4040 | 0.7040 |
2010–2015 | 0.8030 | 0.7470 | 0.9046 | 0.7796 | 0.3992 |
2015–2018 | 0.2213 | 0.2329 | 0.7412 | 0.1634 | 0.5512 |
Time | R2 | MAX (Cond) | MIN (Cond) |
---|---|---|---|
2005–2018 | 0.9428 | 13.0260 | 9.8235 |
2005–2010 | 0.6228 | 19.4671 | 16.7829 |
2010–2015 | 0.9659 | 13.5091 | 9.5660 |
2015–2018 | 0.8852 | 10.3967 | 7.3962 |
Each Other Factor | A Particular Year | Comparison of Interaction Values | Each Other Act on | Each Other Factor | A Particular Year | Comparison of Interaction Values | Each Other Act on |
---|---|---|---|---|---|---|---|
X1 ∩ X2 | 2005–2018 | 0.76 > Max[q (X1 = 0.63), q (X2 = 0.66)] | Double factor enhancement | X2 ∩ X4 | 2005–2018 | 0.87 > Max[q (X2 = 0.66), q (X4 = 0.79)] | Double factor enhancement |
2005–2010 | 0.75 > Max[q (X1 = 0.70), q (X2 = 0.39)] | Double factor enhancement | 2005–2010 | 0.89 > q (X2 = 0.39) + q (X4 = 0.40) | Nonlinear enhancement | ||
2010–2015 | 0.87 > Max[q (X1 = 0.80), q (X2 = 0.75)] | Double factor enhancement | 2010–2015 | 0.88 > Max[q (X2 = 0.75), q (X4 = 0.78)] | Double factor enhancement | ||
2015–2018 | 0.45 = q (X1 = 0.22) + q (X2 = 0.23) | independence | 2015–2018 | 0.75 > q (X2 = 0.23) + q (X4 = 0.16) | Nonlinear enhancement | ||
X1 ∩ X3 | 2005–2018 | 0.91 > Max[q (X1 = 0.63), q (X3 = 0.85)] | Double factor enhancement | X2 ∩ X5 | 2005–2018 | 0.83 > Max[q (X2 = 0.66), q (X5 = 0.79)] | Double factor enhancement |
2005–2010 | 0.73 > Max[q (X1 = 0.70), q (X3 = 0.70)] | Double factor enhancement | 2005–2010 | 0.88 > Max[q (X2 = 0.39), q (X5 = 0.70)] | Double factor enhancement | ||
2010–2015 | 0.96 > Max[q (X1 = 0.80), q (X3 = 0.90)] | Double factor enhancement | 2010–2015 | 0.86 > Max[q (X2 = 0.75), q (X5 = 0.40)] | Double factor enhancement | ||
2015–2018 | 0.86 > Max[q (X1 = 0.22), q (X3 = 0.74)] | Double factor enhancement | 2015–2018 | 0.77 > Max[q (X2 = 0.23), q (X5 = 0.55)] | Double factor enhancement | ||
X1 ∩ X4 | 2005–2018 | 0.87 > Max[q (X1 = 0.63), q (X4 = 0.79)] | Double factor enhancement | X3 ∩ X4 | 2005–2018 | 0.93 > Max[q (X3 = 0.85), q (X4 = 0.79)] | Double factor enhancement |
2005–2010 | 0.80 > Max[q (X1 = 0.70), q (X4 = 0.40)] | Double factor enhancement | 2005–2010 | 0.83 > Max[q (X3 = 0.70), q (X4 = 0.40)] | Double factor enhancement | ||
2010–2015 | 0.96 > Max[q (X1 = 0.80), q (X4 = 0.78)] | Double factor enhancement | 2010–2015 | 0.96 > Max[q (X3 = 0.90), q (X4 = 0.78)] | Double factor enhancement | ||
2015–2018 | 0.82 > q (X1 = 0.22) + q (X4 = 0.16) | Nonlinear enhancement | 2015–2018 | 0.89 > Max[q (X3 = 0.74), q (X4 = 0.16)] | Double factor enhancement | ||
X1 ∩ X5 | 2005–2018 | 0.86 > Max[q (X1 = 0.63), q (X5 = 0.79)] | Double factor enhancement | X3 ∩ X5 | 2005–2018 | 0.92 > Max[q (X3 = 0.85), q (X5 = 0.79)] | Double factor enhancement |
2005–2010 | 0.81 > Max[q (X1 = 0.70), q (X5 = 0.70)] | Double factor enhancement | 2005–2010 | 0.76 > Max[q (X3 = 0.70), q (X5 = 0.70)] | Double factor enhancement | ||
2010–2015 | 0.87 > Max[q (X1 = 0.80), q (X5 = 0.40)] | Double factor enhancement | 2010–2015 | 0.98 > Max[q (X3 = 0.90), q (X5 = 0.40)] | Double factor enhancement | ||
2015–2018 | 0.79 > q (X1 = 0.22) + q (X5 = 0.55) | Nonlinear enhancement | 2015–2018 | 0.79 > Max[q (X3 = 0.74), q (X5 = 0.55)] | Double factor enhancement | ||
X2 ∩ X3 | 2005–2018 | 0.92 > Max[q (X2 = 0.66), q (X3 = 0.85)] | Double factor enhancement | X4 ∩ X5 | 2005–2018 | 0.88 > Max[q (X4 = 0.79), q (X5 = 0.79)] | Double factor enhancement |
2005–2010 | 0.75 > Max[q (X2 = 0.39), q (X3 = 0.70)] | Double factor enhancement | 2005–2010 | 0.82 > Max[q (X4 = 0.40), q (X5 = 0.70)] | Double factor enhancement | ||
2010–2015 | 0.95 > Max[q (X2 = 0.75), q (X3 = 0.90)] | Double factor enhancement | 2010–2015 | 0.86 > Max[q (X4 = 0.78), q (X5 = 0.40)] | Double factor enhancement | ||
2015–2018 | 0.85 > Max[q (X2 = 0.23), q (X3 = 0.74)] | Double factor enhancement | 2015–2018 | 0.90 > q (X4 = 0.16) + (X5 = 0.55) | Nonlinear enhancement |
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Zhang, Z.; Hu, Z.; Zhong, F.; Cheng, Q.; Wu, M. Spatio-Temporal Evolution and Influencing Factors of High Quality Development in the Yunnan–Guizhou, Region Based on the Perspective of a Beautiful China and SDGs. Land 2022, 11, 821. https://doi.org/10.3390/land11060821
Zhang Z, Hu Z, Zhong F, Cheng Q, Wu M. Spatio-Temporal Evolution and Influencing Factors of High Quality Development in the Yunnan–Guizhou, Region Based on the Perspective of a Beautiful China and SDGs. Land. 2022; 11(6):821. https://doi.org/10.3390/land11060821
Chicago/Turabian StyleZhang, Zhuoya, Zheneng Hu, Fanglei Zhong, Qingping Cheng, and Mingzhu Wu. 2022. "Spatio-Temporal Evolution and Influencing Factors of High Quality Development in the Yunnan–Guizhou, Region Based on the Perspective of a Beautiful China and SDGs" Land 11, no. 6: 821. https://doi.org/10.3390/land11060821
APA StyleZhang, Z., Hu, Z., Zhong, F., Cheng, Q., & Wu, M. (2022). Spatio-Temporal Evolution and Influencing Factors of High Quality Development in the Yunnan–Guizhou, Region Based on the Perspective of a Beautiful China and SDGs. Land, 11(6), 821. https://doi.org/10.3390/land11060821