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This paper uses ‘the proportion of urban permanent population in the total population’ to measure the urbanization rate, which fully reflects the actual number of urban residents’ normalization. Urbanization is essentially a lifestyle location choice, and a person who lives in the city represents urbanization. Using per capita GDP to reflect the level of economic development can eliminate the impact of population size on economic development. The data sets of the study are the population, urbanization rate urban expansion and economic development data from 31 provinces from 1978 to 2019 in China. The research areas exclude Hong Kong, Macao and Taiwan of China, considering the availability and connectivity of data. These data are from the China Statistical Yearbook from 1979 to 2020 (China Bureau Statistics, Survey Office of the National Bureau of Statistics, 1979–2020). In the process of the cointegration test, to eliminate possible heteroscedasticity of the data, this paper carries out natural logarithm processing on the indicators, and the urbanization rate and economic development indicators are recorded as lnURt and lnPGDPt, respectively.
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Since the reform and opening-up in 1978, the main characteristics of China’s urbanization have been the influx of rural population into cities, land sprawl and acceleration of urban construction, which promoted the rapid increase in the urbanization rate and urban spatial scope. The process of urbanization has led to the vigorous development of the real estate industry (Wu, 2001), the construction industry (Wang et al., 2015a), and the accommodation and catering industry, as well as to the rapid growth in the industry’s output value. Based on this, to comprehensively reflect the contribution of the urbanization process to economic growth, this paper uses the sum of the abovementioned industrial output values to characterize the economic contribution value of the urbanization process. The formula is:
$$ C{V_{j}} = RE{I_{j}} + C{I_{j}} + AC{I_{j}} $$ (1) where CVj represents the contribution value of the urbanization process to economic growth in year j, and REIj, CIj, and ACIj represent the contribution values of the real estate industry, construction industry, accommodation and catering industry to economic growth, respectively.
This paper draws on the relevant measurement methods (Cao and Liu, 2011) of the contribution rate to quantitatively evaluate the contribution rate of urbanization to economic growth. The formula is:
$$ C{R_{j}} = \frac{{C{V_{j}}}}{{GD{P_{j}}}} $$ (2) where CRj represents the contribution rate of the urbanization process to economic growth in year j, GDPj represents value of GDP in year j. At the same time, this method can also be used to calculate the contribution rate of each industry to economic growth.
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Stationarity is the premise of time series analysis; if the time series data have a stable mean, variance and autocovariance, it is stable; otherwise, it is unstable (He et al., 2015). If the nonstationary time series data become the stationary series after d order difference, then the data are called integrated of order d. Because the premise of the cointegration test is that the tested variables must be time series with the same root, this paper selects the unit root method to test the stationarity of the time series data. The model of the panel data unit root test is as follows:
$$ {y}_{it}={\rho }_{i}{y}_{it-1}+{X}_{it}{\delta }_{i}+{\varepsilon }_{i}\left(i=1,2...N;t=1,2...T\right) $$ (3) where yit and yit-1 represent the time series data of t and t–1 period, respectively, and Xit represents exogenous variables, including individual fixed effect or time trend, ρi represents autoregressive coefficients, εi represents error terms and δi represents residual coefficients, i represents the number of units. If |ρi | <1, then yit is stationary; if |ρi | =1, then yit contains a unit root, and yit is nonstationary (Wang et al., 2014).
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There are two main methods for panel cointegration tests. The first is the zero hypothesis that ‘there is no cointegration relationship’, and the statistical test is constructed based on the residuals obtained from stationary regression, which is applicable to both homogeneous and heterogeneous panels. The representative test is the Pedroni test (Pedroni, 2004). The second is the LM test based on regression residuals, and its representative tests include the Kao test (Kao, 1999) and the Westerlund test (Westerlund, 2005). Considering the robustness of the panel cointegration test, this paper uses the Pedroni test and the Kao test, which are widely used in domestic and foreign research. The Pedroni test used the cointegration equation to estimate the skew coefficients, fixed effect coefficients and individually determined trends of different sections under the null hypothesis without cointegration relationships. The method tests the stationarity of regression residuals by constructing seven types of panel cointegration test statistics, including panel v, panel rho, panel PP and panel ADF statistics of the intragroup dimension and group rho, group PP and group ADF statistics of the intergroup dimension.
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After using the cointegration test to determine whether there is a long-term stable relationship between variables, if we want to judge the causal relationship between variables, we need to carry out the Granger causality test on variables. The Granger causality test was proposed by Granger and is only used for stationary series tests. Granger proposed a new definition of causality from the perspective of prediction: if X is helpful to predict Y, then X is the Granger cause of Y; that is, the past information of X contained in the information set can improve the accuracy of Y prediction, and the test process is the Granger causality test (Granger, 1988).
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Since the reform and opening-up, China’s urbanization and economic development have made remarkable achievements and contributed greatly to global urbanization and economic development. Although they have long maintained a positive relationship of mutual reinforcement, the coordinated relationship has aimed primarily at quantitative growth; the quality of development remains at a relatively low level and need to further improve the quality.
China’s permanent population urbanization rate increased from 17.92% in 1978 to 60.60% in 2019, with an average annual growth rate of 1.04%, far higher than the world average (0.42%) (China Bureau Statistics, Survey Office of the National Bureau of Statistics, 1979–2020). China has experienced the largest scale and fastest urbanization process in world history. In comparison, the urbanization speed of the east region of China is higher than those of other regions. There are five provinces in the east, among the six provinces with urbanization rate growth value exceeding 0.50 (Fig. 1a). The urbanization rate exceeded 30% in China in 1996, entering the urbanization rapid development stage described in the ‘Northam curve’ (Chen et al., 2014a). There are several periods of China’s urbanization in the pattern of world since the reform and opening-up, which is the stable stage of ascension (1979–1995), the rapid promotion stage (1996–2013) and the transition to a higher, slower growth stage (2014–2016) (Chen et al., 2013, 2018; Gu et al., 2017). However, the characteristics of China’s semiurbanization are evident. The household population urbanization rate is not high, only 44.38% in 2019, and the difference between the permanent and household population urbanization rate has increased to 16.22%, with an increasing proportion of the population separated from their registered homes. Migrant workers work in cities for higher labor remuneration and retain rural household registration, but their basic living needs are difficult to meet.
Figure 1. Spatial pattern of urbanization rate and per capita GDP of China in 1978 and 2019. (Not including Hong Kong, Macao and Taiwan of China due to unavailable data)
Through the land financial system, the city can accelerate the expansion of development space. Since the reform and opening-up, China’s urban construction land area has increased from 672 km2 in 1981 to 56 100 km2 in 2018. Urban land development has brought huge profit space for the urban economy (Huang et al., 2016), and the revenue of the national land transfer fee was approximately 7.8 trillion yuan (RMB) in 2019, which greatly contributed to China’s economic growth. The expansion of urban space has resulted in closer contact among cities. Large and medium-sized cities have sprawled and merged for development (Fang et al., 2019), forming the local urban agglomerations (metropolitan area) with big cities as the core. The development of metropolitan areas avoided the phenomenon of large-scale enclosures (Lu, 2020).
China’s economic aggregate ranks second in the world, with per capita GDP increasing from 384.73 yuan per person in 1978 to 70.500 thousand yuan per person in 2019. Through the space, the economic growth level of the east is higher than those of other regions (Fig.1b). There are seven provinces (or autonomous region, municipality) with the per capita GDP of more than 80 thousand yuan/person in 2019, all of which are in the east. The industrial structure has been optimized and adjusted. The output value ratio of three industries has been adjusted from 27.7 : 47.7 : 24.6 to 7.1 : 38.6 : 54.3, with the output value structure changed from ‘first, second, third’ to ‘third, scond, first’, and the industrial structure has become more reasonable. However, long-term rapid economic development has also caused ecological and environmental issues, such as ozone (Wang et al., 2020), PM2.5 (Chen et al., 2020), nitrogen oxide NOx, volatile organic compound VOCs and other serious air pollution.
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According to formulas (1)–(2), this article calculates the value of the contribution and the contribution rate of urbanization to economic growth from 1978 to 2019. Fig. 2 shows that, since the reform and opening- up, the contribution rate of urbanization to economic growth has shown a fluctuating growth trend, from 7.15% in 1978 to 15.86% in 2019, and the overall level is not high. The average growth rate of the contribution value of urbanization to economic growth was from 17.23% in 1978 to 15.86% in 2019, but the growth rate had fallen below 15.00% since 2012, reaching as low as 8.14% in 2019. The reports of the 18th National Congress of the Communist Party of China insisted on the path of new urbanization, indicating that the contribution of people-oriented new urbanization to economic growth is showing a trend of medium-low growth. This is mainly because the development of new urbanization pays more attention to economic green growth and sustainable development, while rapid economic growth brought about by the urbanization process can not meet the needs of sustainable development. Against the backdrop of the new era, economic development needs to be adjusted to medium-speed growth, with full consideration of the sustainability requirements of resource utilization and environmental protection. The main reason for the rising contribution rate of urbanization to economic growth is the rapid growth of the real estate industry. With the swift development of land urbanization, urban housing prices continue to rise and the real estate industry has experienced corresponding growth. Fig. 3 shows that the overall growth rate of the real estate industry is higher than that of the construction industry, accommodation and catering industry, and GDP. The output value of the real estate industry increased from 7.9 billion in 1978 to 6.96 trillion yuan in 2019, an increase of 872 times, 509 times greater than that of the construction industry and 403 times greater than that of the accommodation and catering industry. The next section explores the development trend of the real estate industry.
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Since the reform and opening-up, the real estate industry has developed rapidly. With a growth rate of more than 40%, it has quickly become a pillar industry of economic growth and made great contributions to China’s economy (Li et al., 2017). Fig. 4 shows that sales of commercial housing increased from 27 million m2 in 1987 to 1.715 billion m2 in 2019, with an average annual growth of 52.8 million m2. However, since 2016, the growth in the sales of commercial housing has been stagnant, and the real estate industry has entered a downward growth stage. The added value of the real estate industry increased from 8 billion yuan in 1978 to 6.462 trillion yuan in 2019, with an average annual growth of 0.170 trillion yuan. However, since 2012, the growth rate has been lower than 15.00% (except for 17.37% in 2016), and the medium-low growth rate of the real estate industry is expected to become the norm. From the perspective of the contribution rate of the real estate industry to economic growth, the overall contribution rate maintained an upward trend since the reform and opening-up, from 2.167% in 1978 to 7.027% in 2019, but declined in 2018–2019.
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Panel data unit root test methods are usually divided into two types: the first assumes that each section has the same unit root, such as the Levin Lin Chu (LLC) test, and the second assumes that each section sequence has a different unit root, such as the Im Pesaran and Shin (IPS) test (Guan et al., 2016).
The study selected the LLC and IPS test methods, which effectively avoid the uncertainty caused by a single method and improve test accuracy. Based on the model’s maximum likelihood estimation, the AIC criterion is used to give the best estimate of the model’s order and corresponding parameters. Stationarity tests can avoid the phenomenon of spurious regression in the model. The test results (Table 1) show that : 1) the original series lnUR and lnPGDP are not significant at the 5% level, and neither reject the null hypothesis of ‘there is a unit root’, and they are both nonstationary series, and 2) the original series of the first-order difference ΔlnUR and ΔlnPGDP are all significant at the 1% level, and both reject the null hypothesis of ‘there is a unit root’, and they are stationary series. ΔlnUR and ΔlnPGDP of 1978–2019 are the first-order stationary series, which can be tested by cointegration.
Table 1. Unit root test results of urbanization level and per capita GDP
Variables Test form (C, T, P) LLC test IPS test Conclusion lnUR (1,1,0) 0.091 (0.536) –0.459 (0.323) Non-stationary lnPGDP (1,1,6) 4.326 (1.000) –0.392 (0.348) Non-stationary ΔlnUR (1,1,0) –28.661 (0.000) –25.062 (0.000) Stationary ΔLnPGDP (1,1,5) –7.171 (0.000) –9.599 (0.000) Stationary Note: ln (C, T, P), C means intercept term, C = 0 means no intercept term, and C = 1 means there is intercept term. T means trend term, T = 0 means no trend, and T= 1 means there is a trend. P means the order of lag, here the value of P is selected according to the AIC rule; and Δ means the first-order difference. The numbers in brackets are Prob. values. -
In the Pedroni test, the first four statistics are the test results of homogeneity alternative, that is, it is assumed that all sections have the same AR coefficient. The last three statistics are the test results of heterogeneity alternative, that is, the AR coefficient of each section must be less than 1. The Kao test requires that the exogenous variable coefficients of the model are homogeneous, that is, the exogenous variable coefficients of different sections are the same.
The results in Table 2 show that the conclusions of the Pedroni test are not consistent; the within-group statistics Panel v and the between-group statistics Group rho are not significant at the 5% level, and the null hypothesis that there is no cointegration relationship can not be rejected. The Panel rho, Panel PP, Panel ADF, Group PP and Group ADF statistics reject the null hypothesis at the 5% or 1% significance level, which indicates that the model has a cointegration relationship. In a small sample, Panel ADF and Group ADF statistic tests have the best results, Panel v and Group rho statistic tests have the worst results, and the others are in the middle of them. Considering that the data sample is small in this paper, Panel v and Panel rho statistics can be ignored. Therefore, it can basically be considered that there is a cointegration relationship between variables. The ADF statistics of the Kao test reject the null hypothesis at the 1% significance level. In summary, both the Pedroni test and the Kao test indicate that there is a panel cointegration relationship between lnPGDP and lnUR in Model 1 and lnUR and lnPGDP in Model 2; that is, there is a long-term common trend between China’s provincial urbanization level and per capita GDP from 1978 to 2019.
Table 2. Cointegration test results of urbanization level and per capita GDP
Test methods Statistics Model 1 Model 2 Statistics value P value Statistics value P value Pedroni test Panel v-Statistic 1.545* 0.061 2.408*** 0.008 Panel rho-Statistic –2.125** 0.017 –2.066** 0.019 Panel PP-Statistic –2.925*** 0.002 –2.889*** 0.002 Panel ADF-Statistic –2.102** 0.018 –2.173** 0.015 Group rho-Statistic –0.338 0.368 –1.040 0.149 Group PP-Statistic –1.581** 0.047 –2.680*** 0.004 Group ADF-Statistic –2.308** 0.011 –3.084*** 0.001 Kao test ADF –3.788*** 0.000 –2.549*** 0.005 Notes: 1) ***, **, and * represent that the results were significant at the levels of 1%, 5%, and 10% respectively; 2) In the Pedroni test, except the Panel v-stat statistic is the right test, the others are the left test; 3) In the model 1, lnPGDP is the dependent variable and lnUR is the independent variable, model 2 shows the opposite -
The article proves that there is a long-term cointegration relationship between lnUR and lnPGDP by the cointegration test. To further reveal the causal relationship between them, a Granger causality test is performed on the panel data (Table 3). From one to six lags, the original hypothesis ‘lnPGDP is not the Granger cause of lnUR’ is significant at the 1% level, and the original hypothesis is rejected, indicating that economic development is always the key factor in boosting urbanization. The original hypothesis ‘lnUR is not the Granger cause of lnPGDP’ is not significant at the 5% level, and the original hypothesis is accepted, indicating that urbanization has the boosting effect on economy, but the effect is not significant at the 5% level. Since the reform and opening-up, economic development has accelerated the concentration of the urban population, promoted the development of urban industrial clusters, optimized regional industrial structures, promoted urban construction and land sprawl, and thus accelerated the urbanization process.
Table 3. Granger causality test results of urbanization level and per capita GDP
Lag period Original hypothesis F value P value Lag one period lnPGDP is not the Granger cause of lnUR 29.097*** 0.000 lnUR is not the Granger cause of lnPGDP 2.169 0.141 Lag second period lnPGDP is not the Granger cause of lnUR 20.873*** 0.000 lnUR is not the Granger cause of lnPGDP 0.210 0.811 Lag three period lnPGDP is not the Granger cause of lnUR 17.275*** 0.000 lnUR is not the Granger cause of lnPGDP 0.886 0.448 Lag four period lnPGDP is not the Granger cause of lnUR 12.911*** 0.000 lnUR is not the Granger cause of lnPGDP 1.781 0.110 Lag five period lnPGDP is not the Granger cause of lnUR 10.943*** 0.000 lnUR is not the Granger cause of lnPGDP 1.398 0.223 Lag six period lnPGDP is not the Granger cause of lnUR 9.356*** 0.000 lnUR is not the Granger cause of lnPGDP 1.517 0.169 Note: *** means that the result is significant at 1% level -
The impulse response function can measure the response of endogenous variables to the error shock and describes the impact on the current value and future value of endogenous variables after applying a standard deviation shock to the random error term. Based on the VAR model, the impulse response function can describe the short-term relationship between variables in more detail and reveal the dynamic changes in the interaction of endogenous variables in multiple time periods. The article uses the impulse response function to study the short-term dynamic interaction between urbanization and economic development in China’s provinces from 1978 to 2019 (Fig. 5).
1) lnPGDP immediately responded to one of its own standard deviations. In the first period, the response value was approximately 0.057 and then began to rise, reaching the highest value of approximately 0.108 in the sixth period, and then the response value slowly decreased, indicating that the influence of economic development on the later stage shows a downward trend. 2) lnPGDP did not immediately respond to the impact of lnUR, and the response value of lnPGDP in periods 1was 0. After that, the response value of lnPGDP to lnUR increased slowly with a small increase, indicating that the impact of urbanization on economic development was small and relatively stable; it was a low-value stable situation. 3) lnUR immediately responded to the impact of lnPGDP, which was approximately 0.003, dropped to 0 in the third period, and gradually increased thereafter, indicating that the impact of economic development on urbanization shows an upward trend. 4) lnUR immediately responded to its own standard deviation information. In the first period, the response value was approximately 0.600, and the response value dropped rapidly after that, indicating that the impact of urbanization on the later period showed a gradual decline.
In summary, urbanization and economic development have a positive boosting effect on each other, and the inpact of economic development on urbanization is stronger than that of urbanization on economic development. The impact of economic development on urbanization shows an upward trend, and the impact of urbanization on economic development is relatively small and stable, indicating that the rapid development of land-centered urbanization has a limited role in promoting economic development and it is no longer suitable for implementation in the new era background (Wang et al., 2018). The new-type urban development should be people-oriented to effectively meet the development needs of urban residents and realize the citizenization of farmers (Wang et al., 2015b; Guan et al., 2018). The impacts of urbanization and economic development on themselves maintain a downward trend, especially the decline in the impact of urbanization on itself, which is more obvious than others, indicating that urbanization and economic development should continue to reform and plan high-quality development paths in the new era.
Revisiting the Relationship Between Urbanization and Economic Development in China Since the Reform and Opening-up
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Abstract:
The relationship between urbanization and economic development has become a hot topic in the scientific community due to its great practical significance, and economic and social value. However, this relationship continues to change dynamically. In the new stage of urbanization, it is urgent to reveal the causal relationship quantitatively and diagnose the future direction systematically. Based on this, this paper calculates the contribution rate of China’s urbanization to economic development from 1978 to 2019 and uses the panel data cointegration test method to explore the causal relationship between urbanization and economic development in China. The study has three principal results. First, the contribution rate of urbanization to economic growth has maintained the overall growth trend from 1978 to 2019, but the growth rate of urbanization’s contribution to economic growth has been relatively low since 2012. It is an important reason that the real estate sector has moved into a new stage of transformation. Second, the cointegration test shows that economic development is a significant factor in advancing urbanization and the urbanization is the product of economic development. Urbanization has a positive feedback effect on economic development, but this effect does not pass the 5% significance level test. The impulse response function shows that the impact of urbanization on economic development is relatively small and stable, indicating that it is limited that the boost of economic development by land-centered urbanization. Third, China’s urbanization and economic development have both shown rapid growth for some time, but their relationship is still the low level of coordination, which has also led to a downward trend in the contribution of new-type, people-oriented urbanization to economic growth in recent years. In the future, China’s urbanization and economy need to maintain relatively medium-low speed growth in the medium-long term, and we should boost the coordinated development of urbanization and economy from low level to high level.
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Key words:
- urbanization /
- economic development /
- causal relationship /
- people-oriented /
- medium-low growth speed
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Table 1. Unit root test results of urbanization level and per capita GDP
Variables Test form (C, T, P) LLC test IPS test Conclusion lnUR (1,1,0) 0.091 (0.536) –0.459 (0.323) Non-stationary lnPGDP (1,1,6) 4.326 (1.000) –0.392 (0.348) Non-stationary ΔlnUR (1,1,0) –28.661 (0.000) –25.062 (0.000) Stationary ΔLnPGDP (1,1,5) –7.171 (0.000) –9.599 (0.000) Stationary Note: ln (C, T, P), C means intercept term, C = 0 means no intercept term, and C = 1 means there is intercept term. T means trend term, T = 0 means no trend, and T= 1 means there is a trend. P means the order of lag, here the value of P is selected according to the AIC rule; and Δ means the first-order difference. The numbers in brackets are Prob. values. Table 2. Cointegration test results of urbanization level and per capita GDP
Test methods Statistics Model 1 Model 2 Statistics value P value Statistics value P value Pedroni test Panel v-Statistic 1.545* 0.061 2.408*** 0.008 Panel rho-Statistic –2.125** 0.017 –2.066** 0.019 Panel PP-Statistic –2.925*** 0.002 –2.889*** 0.002 Panel ADF-Statistic –2.102** 0.018 –2.173** 0.015 Group rho-Statistic –0.338 0.368 –1.040 0.149 Group PP-Statistic –1.581** 0.047 –2.680*** 0.004 Group ADF-Statistic –2.308** 0.011 –3.084*** 0.001 Kao test ADF –3.788*** 0.000 –2.549*** 0.005 Notes: 1) ***, **, and * represent that the results were significant at the levels of 1%, 5%, and 10% respectively; 2) In the Pedroni test, except the Panel v-stat statistic is the right test, the others are the left test; 3) In the model 1, lnPGDP is the dependent variable and lnUR is the independent variable, model 2 shows the opposite Table 3. Granger causality test results of urbanization level and per capita GDP
Lag period Original hypothesis F value P value Lag one period lnPGDP is not the Granger cause of lnUR 29.097*** 0.000 lnUR is not the Granger cause of lnPGDP 2.169 0.141 Lag second period lnPGDP is not the Granger cause of lnUR 20.873*** 0.000 lnUR is not the Granger cause of lnPGDP 0.210 0.811 Lag three period lnPGDP is not the Granger cause of lnUR 17.275*** 0.000 lnUR is not the Granger cause of lnPGDP 0.886 0.448 Lag four period lnPGDP is not the Granger cause of lnUR 12.911*** 0.000 lnUR is not the Granger cause of lnPGDP 1.781 0.110 Lag five period lnPGDP is not the Granger cause of lnUR 10.943*** 0.000 lnUR is not the Granger cause of lnPGDP 1.398 0.223 Lag six period lnPGDP is not the Granger cause of lnUR 9.356*** 0.000 lnUR is not the Granger cause of lnPGDP 1.517 0.169 Note: *** means that the result is significant at 1% level -
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