The Belt and Road (B&R) is a major initiative and vision for China and the world to jointly create prosperity. Based on the data of resident credit card consumption in 291 cities in China from 2011 to 2016, this article establishes a consumption relationship model for cities along the B&R to investigate the impact of the initiative on resident consumption. Through the DID model, there are the following findings. First, the B&R Initiative has a significant positive impact on the resident consumption in cities along the route. Second, the B&R Initiative has a significant effect on the promotion of various industries, and the crowding-out effect of government investment is relatively small. The research conclusions are of reference significance for policy formulation on the specific practice path and detailed measures of the B&R Initiative.
As pointed out in the report to the 19th National Congress of the Communist Party of China, the Belt and Road (B&R) foreign cooperation should achieve ‘the communication of policy, the connectivity of facilities, the smooth flow of trade, the integration of capital, and the understanding of the people’. The foreign cooperation in the B&R Initiative includes the traditional international trade as well as ethnic (non-governmental) economic activities such as industrial investment and cross-border consumption. The key cities, provinces and inter-provincial economic belts have benefitted from this initiative. Many domestic enterprises are gradually going abroad and entering the overseas market with great potential. At the same time, the resident consumption in various provinces and cities in China has also become the main content of ‘the smooth flow of trade’ and ‘the understanding of the people’ in the B&R Initiative. However, it is rare to study how the B&R Initiative affects the industrial economy and people's livelihood consumption in China in the academic circle, not to mention the empirical evidence based on the microcosm.
On the basis of existing research results and the micro-transaction data of domestic enterprises and residents, this article will conduct a comprehensive empirical study on the effect of the B&R Initiative for stimulating the domestic resident consumption. In terms of data, this article will use the transaction data of resident credit card consumption in desensitised areas and classify them according to the transaction attributes. In terms of methodology, this article will estimate the impact of the B&R Initiative on the livelihood consumption and industrial investment of relevant domestic cities, with reference to the
The rest of this article is arranged as follows. Section 2 discusses the literature review and research design. Section 3 discusses the model setting and data description. Section 4 discusses the empirical test. Section 5 provides the conclusion.
The orderly promotion of the B&R Initiative not only brings countries along the route closer to China (Liu, H, 2016; Du, J and Zhang, Y, 2017; Zhang Yansheng, Wang Haifeng, Yang Kunfeng, 2017) but also has a significant driving effect on the domestic regional economy and industrial economy (Zhang Jun, 2014; Yang Jirui and Luo Zhigao, 2017; Liu Zhen, 2017). Related research can be roughly divided into two directions. First, the positive directions include the construction of global value chain (Chen Jian and Gong Xiaoying, 2018), the distribution pattern of resources (Zhao Yabo, Liu Xiaofeng and Ge Yuejing, 2017), the international management methods (Fang Hui and Zhao Tian, 2017)), the location advantages (Sun Yanbo, 2017) and the cultural communication (Sun Ying, 2017). Second, the challenging directions include the trade protection (Yanwen, Wu, 2017), the financial risks (Li, W and Jin, D, 2018), the overseas political risks (Tang Lizhi and Liu Yu, 2017) and the environmental effects (Liu Naiquan and Dai Jin, 2017).
The B&R Initiative has become one of the hot topics in economic research in the past 3 years. The existing literature has conducted research from both international perspective and domestic perspective. In terms of domestic research, it can be divided into three levels, namely, specialised research involving key cities (He Yaoyin, 2015; Gao Xinfai and Yang Fang, 2015; Zhang Qi and Tong Jixin, 2016), provinces (Huang Maoxing and Ji Peng, 2015; Lu Wengang, Huang Xiaozhen and Liu Pei, 2015; Ouyang Lin et al., 2017) and inter-provincial economic belts or urban cluster (Zhou Huan and Ma Naiyi, 2016; Lu Dadao, 2017; Qiu Shan, 2017). Based on the above research results, the selection of regions or industries is equivalent to correctly identifying, inheriting and applying the classical economic theories that have advantages and conform to the economic cycle.
With the continuous promotion of the B&R Initiative, the accumulation of relevant data has become more and more abundant. The research on the B&R Initiative is no longer limited to the model (Dong Suocheng et al., 2014), the logic (Lu Feng et al., 2015) or the basic architecture (Liu Qingcai and Zhi Jichao, 2016), but the in-depth measurement (He Chun et al., 2017), the empirical research (Sun Yanbo, 2017) and even the financial products designed based on data (Li, W and Jin, D, 2018). The research from the perspective of urban economics is as follows. Xiaofeng, Li and Song Qi (2016) studied and compared the advantages of service industries in cities along the route of the B&R Initiative. Deng Jian (2017) proposed five major development measures for processing trade in border cities along the route of the B&R Initiative. Wang Lili and Xiao Wenwen (2018) studied the spatial network structure of the urban agglomeration along the B&R, which consists of five provinces in the northwest and four provinces in the southwest. Taking the China-Europe train as the research object, Wang Dongfang et al. (2018) studied the network structure of node cities along the route. The research from the perspective of industry research is as follows. Cai Zhonghua, Wang Yifan and Dong Guangwei (2016) studied the patent layout along the route of the B&R Initiative in several industries such as special (general) equipment manufacturing and chemical raw materials (products). Hu Angang et al. (2017) investigated eight representative central enterprises in the industry and provided solutions to common industry problems encountered in the construction of the B&R.
Through the above-mentioned literature review, notwithstanding the fact that it is based on the cross-sectional view of cities or regions, or the in-depth profile of industries, the research on the mechanism and effect of the B&R Initiative's driving economic development along the route has become increasingly abundant, and the research conclusions are fundamentally the same. According to the theoretical and practical results, there is no doubt that the B&R has made remarkable achievements, which also embodies the national will to explore the market vitality in the region and expand the opening-up to the outside world. However, the microscopic and detailed construction effect and empirical support still need to be further enriched.
According to the trend of the B&R, with the support of central cities along the route and key maritime ports, it aims to jointly create efficient transportation channel, international boutique tourism routes, and new tourism products to make the B&R node cities in China become commercial logistics hubs, key industries and cultural exchange bases. Under this guidance, the overall economic development of the cities along the route in China has been improved, and the consumption of livelihoods such as clothing, food, housing and transportation by residents of the cities along the route has also been driven, such as the new retail model arising from the B&R (Wang Juanjuan, 2017), the new processing trade strategy in border cities (Deng Jian, 2017) and the “Silk Road Culture” of cities (Liao Qinghu et al., 2017). Therefore, it can be inferred that the B&R not only promotes the prosperity of trade but also focuses on certain industries in the cities along the domestic routes. Based on the above-mentioned analysis, this article puts forward the following research hypothesis: The B&R Initiative can drive the economic development of domestic cities along the route. However, the driving effect on different industries may be heterogeneous.
The construction of the B&R Initiative is both contemporary and regional. To control the grouping effect between node cities and non-node cities as well as the time effect of the B&R Initiative, the double difference method is adopted to examine the influence of the B&R Initiative on domestic node cities. The model is set as follows:
In the context of the new normal of economic development, the 13th Five-Year Plan needs to follow the first principle of ‘adhering to the dominant position of the people’ and proposes to ‘play the fundamental role of consumption in growth and focus on expanding household consumption’, to achieve the ‘the significant increase in the contribution of consumption to economic growth’ and the active implementation of the transition to the service sector. Throughout the entire 13th Five-Year Plan, the B&R is a national medium - and long-term development strategy, which has a profound impact on various service consumption fields. Therefore, the aggregate consumption and industry preference will be two important indicators of the quality of the local economy.
With reference to the common practice of DID and policy evaluation econometrics, this article sets dummy variables to represent the construction and implementation of the B&R Initiative. After President Xi Jinping proposed the B&R strategic concept, the industrial layout around the concept has been developed in an orderly manner. Therefore, this article constructs a dummy variable based on the time node of the proposed idea.
According to whether they are the node cities of B&R Initiative, the domestic cities are divided into two groups, among which the node cities are the treatment group, while the non-node cities are the control group. Before the B&R Initiative is proposed, neither the treatment group nor the control group was affected. After the B&R Initiative was proposed, the effect of policy influence of the treatment group may be more obvious than that of the control group. Based on the double differences of the four subsamples divided, the effect of the B&R Initiative on domestic node cities can be concluded.
Considering that local economic conditions may affect the implementation effect of the B&R construction, the international trade activities driven by the B&R construction are also economic factors that cannot be ignored. With the vigorous promotion of national policies, FDI in node cities along the B&R may increase significantly. Based on the above factors, local per capita GDP, export trade volume and FDI are selected as the control variables for the research.
There are two main types of data used in this article. One is the micro-transaction data representing the consumption level and consumption categories of various domestic cities, and the other is the data representing the economic profile of these cities, such as economy, foreign trade and FDI. Among them, urban micro-transaction data refer to the data of bank card transaction and settlement after desensitisation. In the micro-transaction data with a total of more than 23 billion each year, each transaction contains more than 200 elements of variable information, such as transaction time, location, transaction amount, consumer merchant category, issuing bank and acquiring bank. This article collects and desensitises data and further classifies them by city and industry based on these data. In terms of industry classification, the seven major industries, namely clothing, food, housing, transportation, real estate, financial services and building materials, which are closely related to the lives of the general public, have been counted, covering the livelihood consumption field. In more detail, clothing refers to the shopping consumption in shopping malls, clothing stores and other places; food refers to the relevant consumption occurring in restaurants, bars, banquets and other dining places; accommodation refers to the consumption related to the accommodation places such as hotels and hotels as well as the service consumption of villas and vacation rooms; line refers to the consumption occurring in all kinds of gas stations; real estate refers to the new house purchase transaction of urban residents along the route; financial services refer to service consumption related to withdrawal and purchase of financial service products occurring at ATM and counter of financial institutions. The consumption of building materials refers to the consumption behaviour of all kinds of building materials wholesale market in the process of improving the housing quality.
The data representing the economic profile of cities are obtained from the
Of course, in addition to the two types of data mentioned above, the dummy variables constructed in this article rely on official documents related to the B&R Initiative, such as
Descriptive statistics for 2328 sample observations are listed in Table 1. Due to space limitations, this article cannot list the consumption data of each industry in detail. As shown in Table 1, the average value of household consumption is 37.99 billion yuan, and the maximum value is 119.543 billion yuan. According to the estimation of the 24 million permanent residents of Shanghai in 2015, the average annual credit card consumption per person is close to 50,000 yuan, with a minimum of 155 million yuan. According to an estimate of the 700,000 population of Changdu in the Tibet Autonomous Region in 2011, the average annual credit card consumption per person is only more than 200 yuan. The gap between the two cities is very wide. In addition, according to the value of the standard deviation, it can be seen that the dispersion of consumption values between different cities is relatively large. Among them, the city with the highest per capita GDP is Ordos, which is as high as 215,500 yuan. The city with the largest export volume is Shenzhen, which reached 1.57 trillion yuan in 2016. Tianjin ranks first in terms of foreign direct investment.
Descriptive statistics of variables
Cons | 2328 | 379.91 | 925.79 | 1.55 | 11985.43 |
Treat | 2328 | 0.13 | 0.33 | 0 | 1 |
OBOR | 2328 | 0.40 | 0.49 | 0 | 1 |
GDPpc | 2328 | 4.31 | 3.21 | 0.53 | 21.55 |
Export | 2328 | 0.70 | 2.47 | 0.01 | 1.57 |
FDI | 2199 | 8.79 | 19.64 | 0.045 | 188.67 |
To observe the impact of the B&R Initiative on the local resident consumption more clearly, the test results of the difference in local resident consumption before and after 2014 are statistically analysed, as shown in Table 2. As can be seen from Table 2, the average value of credit card consumption of urban residents in the treatment group before 2014 was 97.51 billion yuan, but increased to 204.509 billion yuan after 2014, with the F value of 4.55. In other words, the credit card consumption of urban residents in the treatment group increased significantly after the B&R Initiative was proposed, while there was no significant difference in the control group. This preliminary statistical result is consistent with the hypothesis of this article.
Table of significant differences of key variables
Resident card consumption Mean | Treatment group | 975.10 | 2045.09 | 4.55*** |
Control group | 241.24 | 293.69 | 0.92 |
means significant at the 1% level.
Table 3 reports the regression results of the B&R initiative on local resident consumption. It should be noted that the data of local consumption, GDP per capita, export trade volume, and FDI were logarithmised to make the data more stable.
Results of baseline regression
Treat×OBOR | 1.055*** (0.0147) | 0.617*** (0.0414) |
Treat | 0.185 (0.216) | 0.145 (0.114) |
OBOR | −0.0636 (0.148) | −0.226 (0.193) |
GDPpc | 1.515*** (0.0832) | |
Export | 0.477*** (0.0381) | |
FDI | 0.238*** (0.0283) | |
Constant | 19.31*** (0.0104) | −5.538*** (0.876) |
R-squared | 0.309 | 0.208 |
N | 2,328 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
Column (1) of Table 3 is the estimated result of dummy variables. The coefficient of cross-term Treat×OBOR is 1.055, which is significant at the level of 1%, indicating that the B&R Initiative has a significantly higher driving effect on consumption in cities along the B&R Initiative than in cities outside the route. Column (2) is the re-estimation after adding control variables such as local per capita GDP GDPpc, total local exports, and actual foreign investment FDI. Among them, there is a significant positive correlation between per capita GDP, total local exports and FDI and local resident consumption. The cross-term Treat×OBOR coefficient becomes 0.617, which is slightly smaller than before but still significant at the level of 1%, indicating that the measurement pattern has no significant change.
Considering that the driving effect of the B&R construction on residents’ consumption in cities along the line may vary with different industries, this article divides the sub-samples according to consumer consumption data classified and summarised by industry to re-examine the policy effect. As shown in Table 4, columns (1) to (7) respectively show the regression results of sub-samples of resident consumption in the seven industries of clothing, food, housing, transportation, real estate, financial services and building materials.
Regression results by industry
Treat×OBOR | 0.146** (0.0600) | 0.205*** (0.0583) | 0.361*** (0.0452) | 1.861*** (0.234) | 0.00338 (0.0612) | 0.465*** (0.0379) | 0.956*** (0.0998) |
Treat | −0.0527 (0.150) | −0.118 (0.0831) | 0.212 (0.205) | 0.110 (0.0643) | 0.233 (0.0723) | 0.122 (0.0151) | 0.391 (0.0502) |
OBOR | 0.0703 (0.115) | 0.134 (0.920) | 0.382 (0.633) | 0.946 (0.0108) | 0.0416 (0.0432) | 0.239 (0.0112) | 0.418 (0.206) |
GDPpc | 0.512*** (0.122) | 0.724*** (0.118) | 0.539*** (0.0918) | 3.631*** (0.481) | 0.915*** (0.124) | 0.934*** (0.0769) | 2.188*** (0.203) |
Export | 0.326*** (0.0546) | 0.391*** (0.0531) | 0.264*** (0.0412) | 1.413*** (0.231) | 0.317*** (0.0558) | 0.265*** (0.0345) | 0.473*** (0.0909) |
FDI | 0.113*** (0.0411) | 0.129*** (0.0400) | 0.122*** (0.0310) | 0.652*** (0.168) | 0.187*** (0.0420) | 0.152*** (0.0260) | 0.292*** (0.0684) |
Constant | 8.285*** (1.276) | 4.189*** (1.241) | 8.037*** (0.963) | −47.99*** (5.153) | 5.807*** (1.303) | 7.219*** (0.806) | −12.39*** (2.124) |
R-squared | 0.156 | 0.243 | 0.290 | 0.333 | 0.226 | 0.511 | 0.401 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
According to the regression results mentioned above, the B&R Initiative has different driving effects on consumption in different industries. In detail, apart from the insignificant effect of the B&R initiative on real estate, it is significant in the six industries of residents’ clothing, food, housing, transportation, financial services and building materials, among which the significance level of the clothing industry is slightly lower. The possible reason for the insignificance of the real estate industry is that the real estate investment boom is sustained and widespread, which does not show a structural change due to the B&R Initiative. From the perspective of economic significance, among the six industries, the B&R Initiative has the greatest impact on the travel of urban residents along the route, while the impact on clothing and dining consumption is relatively small. Regardless of industries, the three control variables have a significant positive correlation with the consumption of residents in cities along the route.
Considering that different levels of local economic development may have different sensitivities to the construction of the B&R Initiative, all cities are divided into two groups based on the total GDP. In addition, a grouping dummy variable GDP50 is constructed, in which the top 50% cities set GDP50 as 1, and the bottom 50% cities set GDP50 as 0. Table 5 shows the estimated results of policy effects under the different levels of economic development.
Regression results by industry under different economic development levels
Treat×OBOR | 0.147** (0.0585) | 0.208*** (0.0568) | 0.368*** (0.0439) | 1.895*** (0.232) | 0.00256 (0.0608) | 0.471*** (0.0366) | 0.958*** (0.0975) |
Treat | 0.219 (0.416) | −0.0126 (0.202) | 0.0850 (0.227) | 0.429* (0.231) | 0.252 (0.237) | 0.209 (0.194) | 0.839 (0.526) |
OBOR | 0.0208 (0.169) | −0.0869 (0.151) | −0.0535 (0.0869) | 0.0686 (0.0957) | 1.126 (0.742) | 0.396 (0.628) | 0.369 (0.243) |
GDP50 | 0.278*** (0.0816) | 0.381*** (0.0792) | 0.280*** (0.0613) | 0.445 (0.336) | 0.247*** (0.0848) | 0.301*** (0.0510) | 0.517*** (0.136) |
GDPpc | 0.477*** (0.118) | 0.701*** (0.114) | 0.505*** (0.0883) | 3.550*** (0.471) | 0.860*** (0.122) | 0.900*** (0.0735) | 2.117*** (0.196) |
Export | 0.291*** (0.0540) | 0.350*** (0.0524) | 0.229*** (0.0406) | 1.311*** (0.231) | 0.279*** (0.0561) | 0.226*** (0.0337) | 0.404*** (0.0900) |
FDI | 0.0976** (0.0400) | 0.117*** (0.0388) | 0.114*** (0.0300) | 0.665*** (0.165) | 0.183*** (0.0415) | 0.142*** (0.0250) | 0.273*** (0.0666) |
Constant | 9.187*** (1.247) | 4.933*** (1.211) | 8.814*** (0.937) | 46.10*** (5.102) | 6.836*** (1.296) | 8.070*** (0.779) | −10.76*** (2.078) |
R-squared | 0.170 | 0.275 | 0.316 | 0.336 | 0.229 | 0.537 | 0.415 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
Regression results show that grouping does not change the significance of the Treat×OBOR coefficient. As for the economic grouping variable GDP50, all the six industries except travel industry are significantly positive, which indicates that the higher the level of economic development, the greater the promotion effect of this initiative on resident consumption. The insignificance of travel indicates that the travel livelihood consumption is not sensitive to the level of economic development. On the whole, the more developed a city is, the more likely its local resident consumption in various industries is to be positively affected.
To ensure the robustness of the estimated results, the model is re-estimated by replacing the consumption amount with the transaction amount of domestic urban resident credit card consumption. The setting form of the model and the processing method of the data remained unchanged. The robustness test for the baseline regression is shown in Table 6. Column (1) is the result of only estimating the dummy variables. The coefficient of the cross-term Treat×OBOR is 1.042, which is significant at the level of 1%. Column (2) is the re-estimate after adding control variables such as local GDP per capita (GDPpc), local export volume (Export) and foreign actual investment volume (FDI). The cross-term Treat×OBOR coefficient is 0.674, which is significant at the level of 1%. The levels of significance and measurement patterns are consistent with the results in Table 3, which shows that the estimated results are robust.
Robustness test results of different industries
Treat×OBOR | 1.042*** (0.0143) | 0.674*** (0.0399) |
Treat | 0.0903 (0.0670) | 0.0520 (0.209) |
OBOR | 0.0681 (0.596) | 0.0583 (0.115) |
GDPpc | 1.362*** (0.0801) | |
Export | 0.452*** (0.0367) | |
FDI | 0.221*** (0.0273) | |
Constant | 11.48*** (0.0101) | −11.26*** (0.844) |
R-squared | 0.314 | 0.208 |
N | 2,328 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
For the sub-samples of different industries, it is also re-estimated by replacing the consumption amount with the transaction amount of domestic urban resident credit card consumption. The results are shown in Table 7. Columns (1)–(7) respectively show the regression results of the sub-samples of resident consumption in the seven industries of clothing, food, housing, transportation, real estate, financial services and building materials. Compared with Table 4, it is found that the policy variables have a significant effect on the consumption of real estate industry of urban residents along the route, but only at the edge of 10% level, which may be the reason for the data. The revaluation results of other industries are consistent with the previous ones, which show that the model is robust.
Robustness test results by sector
Treat×OBOR | 0.198*** (0.0575) | 0.473*** (0.0593) | 0.538*** (0.0473) | 1.947*** (0.220) | 0.120* (0.0637) | 0.299*** (0.0287) | 1.105*** (0.0906) |
Treat | 0.195 (0.480) | −0.854 (0.912) | 0.211 (1.087) | 0.421 (0.729) | −0.0962 (0.005) | −0.386 (0.255) | −0.201 (0.163) |
OBOR | 0.832* (0.401) | 0.0942 (0.891) | 1.383 (1.108) | 0.927 (0.723) | 0.0594 (0.077) | 0.0320 (0.194) | 0.419 (0.160) |
GDPpc | 0.149 (0.115) | 0.965*** (0.119) | 0.740*** (0.0949) | 3.367*** (0.445) | 0.991*** (0.128) | 0.594*** (0.0576) | 1.826*** (0.182) |
Export | 0.299*** (0.0525) | 0.397*** (0.0541) | 0.292*** (0.0432) | 1.272*** (0.216) | 0.290*** (0.0581) | 0.194*** (0.0262) | 0.434*** (0.0826) |
FDI | 0.0852** (0.0391) | 0.162*** (0.0403) | 0.154*** (0.0322) | 0.606*** (0.156) | 0.225*** (0.0433) | 0.120*** (0.0195) | 0.227*** (0.0616) |
Constant | 6.242*** (1.211) | −5.477*** (1.249) | −1.563 (0.996) | −50.03*** (4.780) | −6.441*** (1.341) | 5.099*** (0.605) | −17.19*** (1.908) |
R-squared | 0.106 | 0.348 | 0.395 | 0.340 | 0.241 | 0.448 | 0.420 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
Furthermore, the city groups are re-divided into three groups according to the economic volume of the city. In addition, two grouping dummy variables GDP35 and GDP70 are constructed. Among them, the GDP35 of the top 35% cities is 1, and the others are 0. The top 70% of cities have a GDP70 of 1 and the rest have a GDP of 0. Table 8 lists the estimated results of policy effects under different economic development levels. The regression results show that all the six industries except travel are significantly positive. On the whole, the higher the degree of economic development, the more likely the local resident consumption in various major industries is to be positively affected. After grouping, the significance of Treat×OBOR variable coefficients does not change, and there is no deviation in the direction, which is consistent with the estimation in Table 5.
Robustness test results for local economic scale
Treat×OBOR | 0.129** (0.0583) | 0.181*** (0.0561) | 0.351*** (0.0437) | 1.789*** (0.223) | −0.0204 (0.0601) | 0.450*** (0.0364) | 0.931*** (0.0977) |
Treat | 0.313 (1.088) | 0.108 (1.562) | 0.159 (1.533) | 0.403 (1.004) | 0.0137 (0.454) | 0.0534 (1.492) | 0.141 (0.920) |
OBOR | 0.0157 (0.376) | 0.0187 (0.256) | 0.009 (0.215) | 0.055 (0.970) | 0.748* (1.853) | 0.0635 (0.265) | 0.251 (0.682) |
GDP35 | 0.319*** (0.0729) | 0.458*** (0.0701) | 0.303*** (0.0547) | 1.968*** (0.287) | 0.379*** (0.0751) | 0.291*** (0.0455) | 0.474*** (0.122) |
GDP70 | 0.341** (0.140) | 0.544*** (0.134) | 0.298*** (0.105) | 2.650*** (0.547) | 0.509*** (0.144) | 0.446*** (0.0872) | 0.454* (0.234) |
GDPpc | 0.453*** (0.118) | 0.659*** (0.114) | 0.487*** (0.0885) | 3.231*** (0.456) | 0.811*** (0.122) | 0.867*** (0.0737) | 2.098*** (0.198) |
Export | 0.285*** (0.0538) | 0.336*** (0.0518) | 0.226*** (0.0404) | 1.135*** (0.222) | 0.259*** (0.0555) | 0.219*** (0.0336) | 0.407*** (0.0902) |
FDI | 0.102** (0.0397) | 0.122*** (0.0382) | 0.119*** (0.0298) | 0.626*** (0.158) | 0.182*** (0.0409) | 0.146*** (0.0248) | 0.286*** (0.0665) |
Constant | 9.404*** (1.257) | 5.380*** (1.209) | 8.938*** (0.943) | −41.21*** (4.940) | 7.467*** (1.295) | 8.384*** (0.785) | −10.78*** (2.106) |
R-squared | 0.181 | 0.297 | 0.327 | 0.388 | 0.251 | 0.544 | 0.416 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
***, ** and * mean significant at the levels of 1%, 5% and 10%, respectively.
The research results show that the B&R Initiative has a significant promoting effect on the consumption of relevant urban residents in China. However, this positive effect is different. After industry segmentation, the study found that the B&R Initiative has a significant driving effect on the consumption of livelihood and building materials for improving housing in cities along the route, while there is no significant difference in the investment of real estate.
The main contributions of this article are as follows. First, this article conducts empirical research on the driving effect of urban resident consumption on the B&R Initiative at the micro-level, and provides supplements in relevant aspects. Previous studies mainly focussed on macro-statistics, with a relatively broad measurement range, and the industries or regions covered were also relatively general. Based on the aggregated data of inter-bank transfer and clearing transactions, this article makes an empirical study and supplements the micro-level foundation, thus enriching the research on the B&R Initiative in driving domestic urban resident consumption. Second, this study examines the differences of the B&R Initiative in promoting consumption growth in different industries, providing a beneficial supplement to the policy effectiveness as well as strong policy significance for the research conclusion. While actively implementing the top-level design of the central government and local governments, residents and enterprises have the most direct and sensitive feelings at the micro level of the market. At present, there is no empirical evidence for the domestic cities along the route, especially for the industry segmentation in these cities. Therefore, the empirical conclusion of this article is helpful for the correct understanding of the policy effect of the B&R Initiative and has great reference value for the construction of the B&R Initiative by local governments.
This article examines the driving effect of the B&R Initiative on domestic cities from the micro level of urban resident consumption. The empirical tests in this article are all consistent, including the selection and treatment of indicator variables, the setting form of regression model and robustness tests. Through the quantitative analysis of the data of 291 cities in China from 2011 to 2016, it can be found that the B&R Initiative can significantly improve the consumption level of urban residents at all nodes in China. After subdividing different industries and levels of economic development, subsamples are studied again. The robustness of the regression model is further verified by variable substitution. After industry segmentation, the study shows that, except for real estate, the B&R Initiative has a significant and positive driving effect on the six industries including residents’ clothing, food, housing, transportation, financial services and building materials, especially in terms of travel. Furthermore, the higher the level of economic development of the city, the greater the B&R construction will promote the place.
The B&R Initiative, established in March 2015, is a major top-level design of national strategy, which has a profound impact on China's economy, politics and diplomacy. The data show that industrial growth has seen a significant jump in the frontier areas of the B&R Initiative, such as Xinjiang in the northwest and Fujian along the coast. The continuous advancement of the B&R construction not only makes full use of the relative excess production capacity in China but also activates and releases the effective consumption demand of urban residents, which is conducive to the construction of a new development pattern of ‘demand-led and supply-innovated’ and the guidance of the new normal of the economy.
Results of baseline regression
Treat×OBOR | 1.055 | 0.617 |
Treat | 0.185 (0.216) | 0.145 (0.114) |
OBOR | −0.0636 (0.148) | −0.226 (0.193) |
GDPpc | 1.515 | |
Export | 0.477 | |
FDI | 0.238 | |
Constant | 19.31 | −5.538 |
R-squared | 0.309 | 0.208 |
N | 2,328 | 2,199 |
Regression results by industry
Treat×OBOR | 0.146 | 0.205 | 0.361 | 1.861 | 0.00338 (0.0612) | 0.465 | 0.956 |
Treat | −0.0527 (0.150) | −0.118 (0.0831) | 0.212 (0.205) | 0.110 (0.0643) | 0.233 (0.0723) | 0.122 (0.0151) | 0.391 (0.0502) |
OBOR | 0.0703 (0.115) | 0.134 (0.920) | 0.382 (0.633) | 0.946 (0.0108) | 0.0416 (0.0432) | 0.239 (0.0112) | 0.418 (0.206) |
GDPpc | 0.512 | 0.724 | 0.539 | 3.631 | 0.915 | 0.934 | 2.188 |
Export | 0.326 | 0.391 | 0.264 | 1.413 | 0.317 | 0.265 | 0.473 |
FDI | 0.113 | 0.129 | 0.122 | 0.652 | 0.187 | 0.152 | 0.292 |
Constant | 8.285 | 4.189 | 8.037 | −47.99 | 5.807 | 7.219 | −12.39 |
R-squared | 0.156 | 0.243 | 0.290 | 0.333 | 0.226 | 0.511 | 0.401 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
Robustness test results by sector
Treat×OBOR | 0.198 | 0.473 | 0.538 | 1.947 | 0.120* (0.0637) | 0.299 | 1.105 |
Treat | 0.195 (0.480) | −0.854 (0.912) | 0.211 (1.087) | 0.421 (0.729) | −0.0962 (0.005) | −0.386 (0.255) | −0.201 (0.163) |
OBOR | 0.832* (0.401) | 0.0942 (0.891) | 1.383 (1.108) | 0.927 (0.723) | 0.0594 (0.077) | 0.0320 (0.194) | 0.419 (0.160) |
GDPpc | 0.149 (0.115) | 0.965 | 0.740 | 3.367 | 0.991 | 0.594 | 1.826 |
Export | 0.299 | 0.397 | 0.292 | 1.272 | 0.290 | 0.194 | 0.434 |
FDI | 0.0852 | 0.162 | 0.154 | 0.606 | 0.225 | 0.120 | 0.227 |
Constant | 6.242 | −5.477 | −1.563 (0.996) | −50.03 | −6.441 | 5.099 | −17.19 |
R-squared | 0.106 | 0.348 | 0.395 | 0.340 | 0.241 | 0.448 | 0.420 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
Robustness test results of different industries
Treat×OBOR | 1.042 | 0.674 |
Treat | 0.0903 (0.0670) | 0.0520 (0.209) |
OBOR | 0.0681 (0.596) | 0.0583 (0.115) |
GDPpc | 1.362 | |
Export | 0.452 | |
FDI | 0.221 | |
Constant | 11.48 | −11.26 |
R-squared | 0.314 | 0.208 |
N | 2,328 | 2,199 |
Robustness test results for local economic scale
Treat×OBOR | 0.129 | 0.181 | 0.351 | 1.789 | −0.0204 (0.0601) | 0.450 | 0.931 |
Treat | 0.313 (1.088) | 0.108 (1.562) | 0.159 (1.533) | 0.403 (1.004) | 0.0137 (0.454) | 0.0534 (1.492) | 0.141 (0.920) |
OBOR | 0.0157 (0.376) | 0.0187 (0.256) | 0.009 (0.215) | 0.055 (0.970) | 0.748* (1.853) | 0.0635 (0.265) | 0.251 (0.682) |
GDP35 | 0.319 | 0.458 | 0.303 | 1.968 | 0.379 | 0.291 | 0.474 |
GDP70 | 0.341 | 0.544 | 0.298 | 2.650 | 0.509 | 0.446 | 0.454* (0.234) |
GDPpc | 0.453 | 0.659 | 0.487 | 3.231 | 0.811 | 0.867 | 2.098 |
Export | 0.285 | 0.336 | 0.226 | 1.135 | 0.259 | 0.219 | 0.407 |
FDI | 0.102 | 0.122 | 0.119 | 0.626 | 0.182 | 0.146 | 0.286 |
Constant | 9.404 | 5.380 | 8.938 | −41.21 | 7.467 | 8.384 | −10.78 |
R-squared | 0.181 | 0.297 | 0.327 | 0.388 | 0.251 | 0.544 | 0.416 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
Regression results by industry under different economic development levels
Treat×OBOR | 0.147 | 0.208 | 0.368 | 1.895 | 0.00256 (0.0608) | 0.471 | 0.958 |
Treat | 0.219 (0.416) | −0.0126 (0.202) | 0.0850 (0.227) | 0.429 | 0.252 (0.237) | 0.209 (0.194) | 0.839 (0.526) |
OBOR | 0.0208 (0.169) | −0.0869 (0.151) | −0.0535 (0.0869) | 0.0686 (0.0957) | 1.126 (0.742) | 0.396 (0.628) | 0.369 (0.243) |
GDP50 | 0.278 | 0.381 | 0.280 | 0.445 (0.336) | 0.247 | 0.301 | 0.517 |
GDPpc | 0.477 | 0.701 | 0.505 | 3.550 | 0.860 | 0.900 | 2.117 |
Export | 0.291 | 0.350 | 0.229 | 1.311 | 0.279 | 0.226 | 0.404 |
FDI | 0.0976 | 0.117 | 0.114 | 0.665 | 0.183 | 0.142 | 0.273 |
Constant | 9.187 | 4.933 | 8.814 | 46.10 | 6.836 | 8.070 | −10.76 |
R-squared | 0.170 | 0.275 | 0.316 | 0.336 | 0.229 | 0.537 | 0.415 |
N | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 | 2,199 |
Table of significant differences of key variables
Resident card consumption Mean | Treatment group | 975.10 | 2045.09 | 4.55 |
Control group | 241.24 | 293.69 | 0.92 |
Descriptive statistics of variables
Cons | 2328 | 379.91 | 925.79 | 1.55 | 11985.43 |
Treat | 2328 | 0.13 | 0.33 | 0 | 1 |
OBOR | 2328 | 0.40 | 0.49 | 0 | 1 |
GDPpc | 2328 | 4.31 | 3.21 | 0.53 | 21.55 |
Export | 2328 | 0.70 | 2.47 | 0.01 | 1.57 |
FDI | 2199 | 8.79 | 19.64 | 0.045 | 188.67 |
Law of interest rate changes in financial markets based on the differential equation model of liquidity Basalt fibre continuous reinforcement composite pavement reinforcement design based on finite element model Industrial transfer and regional economy coordination based on multiple regression model Response model for the psychological education of college students based on non-linear finite element equations Satisfactory consistency judgement and inconsistency adjustment of linguistic judgement matrix Analysis of the relationship between industrial agglomeration and regional economic growth based on the multi-objective optimisation model Constraint effect of enterprise productivity based on constrained form variational computing The impact of urban expansion in Beijing and Metropolitan Area urban heat Island from 1999 to 2019 Ultrasonic wave promoting ice melt in ice storage tank based on polynomial fitting calculation model Regarding new wave distributions of the non-linear integro-partial Ito differential and fifth-order integrable equations Badminton players’ trajectory under numerical calculation method Innovations to Attribute Reduction of Covering Decision System Based on Conditional Information Entropy Nonlinear Differential Equations in the Teaching Model of Educational Informatisation The evaluation of college students’ innovation and entrepreneurship ability based on nonlinear model Smart Communities to Reduce Earthquake Damage: A Case Study in Xinheyuan, China Institutional investor company social responsibility report and company performance Mathematical analysis of China's birth rate and research on the urgency of deepening the reform of art education First-principles calculations of magnetic and mechanical properties of Fe-based nanocrystalline alloy Fe80Si10Nb6B2Cu2 Has the belt and road initiative boosted the resident consumption in cities along the domestic route? – evidence from credit card consumption Attitude control for the rigid spacecraft with the improved extended state observer Cognitive Computational Model Using Machine Learning Algorithm in Artificial Intelligence Environment Research on tourism income index based on ordinary differential mathematical equation Application of Higher-Order Ordinary Differential Equation Model in Financial Investment Stock Price Forecast Sports Science Teaching of Athletics Based on Nonlinear Mathematical Equation Informatisation of educational reform based on fractional differential equations Research on the control of quantitative economic management variables under the numerical method based on stochastic ordinary differential equations Network monitoring and processing accuracy of big data acquisition based on mathematical model of fractional differential equation System dynamics model of output of ball mill Sensitivity Analysis of the Waterproof Performance of Elastic Rubber Gasket in Shield Tunnel Design of Morlet wavelet neural network to solve the non-linear influenza disease system Motion about equilibrium points in the Jupiter-Europa system with oblateness Badminton players’ trajectory under numerical calculation method Optimal preview repetitive control for impulse-free continuous-time descriptor systems Development of main functional modules for MVB and its application in rail transit Study on the impact of forest fire prevention policy on the health of forest resources Value Creation of Real Estate Company Spin-off Property Service Company Listing Selection by differential mortality rates Digital model creation and image meticulous processing based on variational partial differential equation The modelling and implementation of the virtual 3D animation scene based on the geometric centre-of-mass algorithm The policy efficiency evaluation of the Beijing–Tianjin–Hebei regional government guidance fund based on the entropy method The transfer of stylised artistic images in eye movement experiments based on fuzzy differential equations Research on behavioural differences in the processing of tenant listing information: An eye-movement experiment A review of the treatment techniques of VOC Some classes of complete permutation polynomials in the form of ( x p m −x +δ )s +ax p m +bx overF p 2m Deformation and stress theory of surrounding rock of shallow circular tunnel based on complex variable function method The consistency method of linguistic information and other four preference information in group decision-making Research on the willingness of Forest Land’s Management Rights transfer under the Beijing Forestry Development A mathematical model of the fractional differential method for structural design dynamics simulation of lower limb force movement step structure based on Sanda movement Fractal structure of magnetic island in tokamak plasma Numerical calculation and study of differential equations of muscle movement velocity based on martial articulation body ligament tension Study on the maximum value of flight distance based on the fractional differential equation for calculating the best path of shot put Sports intensity and energy consumption based on fractional linear regression equation Translog function in government development of low-carbon economy Analysis of the properties of matrix rank and the relationship between matrix rank and matrix operations Research on the Psychological Distribution Delay of Artificial Neural Network Based on the Analysis of Differential Equation by Inequality Expansion and Contraction Method Study on Establishment and Improvement Strategy of Aviation Equipment Research on Financial Risk Early Warning of Listed Companies Based on Stochastic Effect Mode Constructing Artistic Surface Modeling Design Based on Nonlinear Over-limit Interpolation Equation Numerical Simulation Analysis Mathematics of Fluid Mechanics for Semiconductor Circuit Breaker Characteristics of Mathematical Statistics Model of Student Emotion in College Physical Education Human Body Movement Coupling Model in Physical Education Class in the Educational Mathematical Equation of Reasonable Exercise Course The contribution of structural equation model analysis to higher education agglomeration and innovation and entrepreneurship Study on the evolutionary game theory of the psychological choice for online purchase of fresh produce under replicator dynamics formula The influence of X fuzzy mathematics method in basketball tactics scoring Mathematical statistics algorithm in the bending performance test of corroded reinforced concrete beams under fatigue load Nonlinear strategic human resource management based on organisational mathematical model Back propagation mathematical model for stock price prediction Evolutionary game research on the psychological choice of online shopping of fresh agricultural products based on dynamic simulation model Differential equation model of financial market stability based on big data Multi-attribute decision-making methods based on normal random variables in supply chain risk management Linear fractional differential equations in bank resource allocation and financial risk management model Construction and reform of art design teaching mode under the background of the integration of non-linear equations and the internet Spatial–temporal graph neural network based on node attention A contrastive study on the production of double vowels in Mandarin Financial accounting measurement model based on numerical analysis of rigid normal differential equation and rigid generalised functional equation Research of cascade averaging control in hydraulic equilibrium regulation of heating pipe network Mathematical analysis of civil litigation and empirical research of corporate governance Health monitoring of Bridges based on multifractal theory College students’ innovation and entrepreneurship ability based on nonlinear model Health status diagnosis of the bridges based on multi-fractal de-trend fluctuation analysis Mathematical simulation analysis of optimal testing of shot puter's throwing path Performance evaluation of college laboratories based on fusion of decision tree and BP neural network Application and risk assessment of the energy performance contracting model in energy conservation of public buildings The term structure of economic management rate under the parameter analysis of the estimation model based on common differential equation Sensitivity analysis of design parameters of envelope enclosure performance in the dry-hot and dry-cold areas The Spatial Form of Digital Nonlinear Landscape Architecture Design Based on Computer Big Data The improvement of museum information flow based on paste functional mapping method The art design of industrialised manufacturing furniture products based on the simulation of mathematical curves TOPSIS missile target selection method supported by the posterior probability of target recognition The incentive contract of subject librarians in university library under the non-linear task importance Modelling and Simulation of Collaborative Innovation System in Colleges and Universities Based on Interpreted Structural Equation Model Small amplitude periodic solution of Hopf Bifurcation Theorem for fractional differential equations of balance point in group competitive martial arts The Optimal Solution of Feature Decomposition Based on the Mathematical Model of Nonlinear Landscape Garden Features Composite mechanical performance of prefabricated concrete based on hysteresis curve equation Higher education innovation and reform model based on hierarchical probit Application of Fuzzy Mathematics Calculation in Quantitative Evaluation of Students’ Performance of Basketball Jump Shot The teaching of sports science of track and field-based on nonlinear mathematical equations Visual error correction of continuous aerobics action images based on graph difference function Ecological balance model of effective utilization of agricultural water resources based on fractional differential equations Application of Higher Order Ordinary Differential Equation Model in Financial Investment Stock Price Forecast Precision algorithms in second-order fractional differential equations Application of Forced Modulation Function Mathematical Model in the Characteristic Research of Reflective Intensity Fibre Sensors Fractional differential equations in National Sports Training in Colleges and Universities Radioactive source search problem and optimisation model based on meta-heuristic algorithm Application of mathematical probabilistic statistical model of base – FFCA financial data processing Research on a method of completeness index based on complex model Distribution network monitoring and management system based on intelligent recognition and judgement Fake online review recognition algorithm and optimisation research based on deep learning Research on the sustainable development and renewal of Macao inner harbour under the background of digitisation Support design of main retracement passage in fully mechanised coal mining face based on numerical simulation Study on the crushing mechanism and parameters of the two-flow crusher Topological optimisation technology of gravity dam section structure based on ANSYS partial differential equation operation Interaction design of financial insurance products under the Era of AIoT Modeling the pathway of breast cancer in the Middle East Corporate social responsibility fulfilment, product-market competition and debt risk: Evidence from China ARMA analysis of the green innovation technology of core enterprises under the ecosystem – Time series data Reconstruction of multimodal aesthetic critical discourse analysis framework Image design and interaction technology based on Fourier inverse transform What does students’ experience of e-portfolios suggest Research on China interregional industrial transformation slowdown and influencing factors of industrial transformation based on numerical simulation The medical health venture capital network community structure, information dissemination and the cognitive proximity The optimal model of employment and entrepreneurship models in colleges and universities based on probability theory and statistics A generative design method of building layout generated by path Analysis of the causes of the influence of the industrial economy on the social economy based on multiple linear regression equation Research of neural network for weld penetration control Engineering project management based on multiple regression equation and building information modelling technology Research on predictive control of students’ performance in PE classes based on the mathematical model of multiple linear regression equation Beam control method for multi-array antennas based on improved genetic algorithm The influence of X fuzzy mathematical method on basketball tactics scoring Mathematical model of back propagation for stock price forecasting Application of regression function model based on panel data in bank resource allocation financial risk management Application of Logical Regression Function Model in Credit Business of Commercial Banks Research on aerobics training posture motion capture based on mathematical similarity matching statistical analysis Application of Sobolev-Volterra projection and finite element numerical analysis of integral differential equations in modern art design Research on motion capture of dance training pose based on statistical analysis of mathematical similarity matching Application of data mining in basketball statistics Application of B-theory for numerical method of functional differential equations in the analysis of fair value in financial accounting Research on the influence of fuzzy mathematics simulation model in the development of Wushu market Study on audio-visual family restoration of children with mental disorders based on the mathematical model of fuzzy comprehensive evaluation of differential equation Difference-in-differences test for micro effect of technological finance cooperation pilot in China Application of multi-attribute decision-making methods based on normal random variables in supply chain risk management Exploration on the collaborative relationship between government, industry, and university from the perspective of collaborative innovation The impact of financial repression on manufacturing upgrade based on fractional Fourier transform and probability AtanK-A New SVM Kernel for Classification Validity and reliability analysis of the Chinese version of planned happenstance career inventory based on mathematical statistics Visual positioning system for marine industrial robot assembly based on complex variable function Mechanical behaviour of continuous girder bridge with corrugated steel webs constructed by RW Application of Lane-Emden differential equation numerical method in fair value analysis of financial accounting Regression function model in risk management of bank resource allocation Application of numerical method of functional differential equations in fair value of financial accounting Optimal solution of fractional differential equations in solving the relief of college students’ mental obstacles Risk contagion in financial markets based on copula model Calculating university education model based on finite element fractional differential equations and macro-control analysis Educational research on mathematics differential equation to simulate the model of children's mental health prevention and control system Analysis of enterprise management technology and innovation based on multilinear regression model Verifying the validity of the whole person model of mental health education activities in colleges based on differential equation RETRACTION NOTE Calculation of tourism development income index based on finite element ordinary differential mathematical equation Adoption of deep learning Markov model combined with copula function in portfolio risk measurement Radar system simulation and non-Gaussian mathematical model under virtual reality technology Comparison of compression estimations under the penalty functions of different violent crimes on campus through deep learning and linear spatial autoregressive models Research and application of constructing football training linear programming based on multiple linear regression equation Research on management evaluation of enterprise sales cash flow percentage method based on the application of quadratic linear regression equations Mathematical simulation analysis of optimal detection of shot-putters’ best path Determination of the minimum distance between vibration source and fibre under existing optical vibration signals: a study Mathematical modelling of enterprise financial risk assessment based on risk conduction model Nonlinear differential equations based on the B-S-M model in the pricing of derivatives in financial markets Mathematical simulation experiment based on optimisation of heat treatment process of aluminium alloy materials Mathematical model of transforming image elements to structured data based on BP neural network Educational reform informatisation based on fractional differential equation MCM of Student’s Physical Health Based on Mathematical Cone Sports health quantification method and system implementation based on multiple thermal physiology simulation Research on visual optimization design of machine–machine interface for mechanical industrial equipment based on nonlinear partial equations Informationisation of teaching model for track and field education based on finite element higher-order fractional differential equation Research on identifying psychological health problems of college students by logistic regression model based on data mining Information technology of preschool education reform of fine arts based on fractional differential equation Information Teaching Model of Preschool Art Education in Colleges and Universities Based on Finite Element Higher-Order Fractional Differential Equation A mathematical model of PCNN for image fusion with non-sampled contourlet transform Application of artificial intelligence algorithm in mathematical modelling and solving College Students’ Mental Health Climbing Consumption Model Based on Nonlinear Differential Equations Differential equation to verify the validity of the model of the whole-person mental health education activity in Universities Optimisation of Modelling of Finite Element Differential Equations with Modern Art Design Theory Analysis and Prediction of College Students’ Mental Health Based on K-means Clustering Algorithm Mathematical function data model analysis and synthesis system based on short-term human movement Human gait modelling and tracking based on motion functionalisation Analysis and synthesis of function data of human movement Energy-saving technology of BIM green buildings using fractional differential equation Study on the training model of football movement trajectory drop point based on fractional differential equation Financial Accounting Measurement Model Based on Numerical Analysis of Rigid Normal Differential Equation and Rigid Functional Equation User online consumption behaviour based on fractional differential equation Differential equation model of financial market stability based on Internet big data Multi-attribute Decision Method Based on Normal Random Variable in Economic Management Risk Control Children’s cognitive function and mental health based on finite element nonlinear mathematical model Dichotomy model based on the finite element differential equation in the educational informatisation teaching reform model Nonlinear Dissipative System Mathematical Equations in the Multi-regression Model of Information-based Teaching Stock price analysis based on the research of multiple linear regression macroeconomic variables Fractional Linear Regression Equation in Agricultural Disaster Assessment Model Based on Geographic Information System Analysis Technology