Numerical analysis of the impact of national macro-policies on the construction of key projects planned during the “First Five-Year Plan” period in Lanzhou City
Publié en ligne: 17 mars 2025
Reçu: 06 oct. 2024
Accepté: 03 févr. 2025
DOI: https://doi.org/10.2478/amns-2025-0305
Mots clés
© 2025 Lixin Wang et al., published by Sciendo
This work is licensed under the Creative Commons Attribution 4.0 International License.
Macroeconomic policy is a policy formulated by the state to regulate the whole economy, and its goal is to promote economic development and maintain economic stability. In macroeconomic policy, people’s livelihood is one of the important considerations, and the policy needs to safeguard people’s lives and economic welfare [1-4]. Macroeconomic policy is an important means of regulating the overall economic operation of the country, including monetary policy, fiscal policy and industrial policy. Through the implementation of macroeconomic policies, governments aim to promote economic growth, stabilize prices, and improve people’s livelihoods [5-8]. The assessment of the effects of macroeconomic policies is mainly based on the comprehensive consideration of economic growth, price stability, social livelihood and environmental sustainability. Only on the basis of continuous evaluation and adjustment can macroeconomic policies work better and realize sustainable economic and social development [9-12].
The construction of key projects in Lanzhou during the “First Five-Year Plan” period was the beginning of modern industry in Lanzhou, which brought positive and far-reaching influence to the overall development of Lanzhou [13-14]. A number of key projects put into production, so that the rapid rise of modern industry in Lanzhou, set up the basic framework of modern industry, Lanzhou has become a petrochemical, electric power, building materials, machinery manufacturing, non-ferrous metals, national defense and military industry, and other categories of heavy industry city [15-18]. At the same time, the basic completion of the reconstruction and expansion projects in China, as well as the opening of new railroads, have greatly increased the production capacity of enterprises [19-21].
Based on the background of national macro policies, the study conducts a descriptive analysis of the variables of the construction of key projects planned during the First Five-Year Plan period in Lanzhou City. Combining the three perspectives of economic growth, industrial structure, and disposable income, the study evaluates the impact of national macro policies on the construction of key projects in Lanzhou City. The evaluation method mainly aims to analyze the results of the multi-period DID model and to analyze the effects of national macro policies implementation by adjusting the time nodes of policy implementation. Finally, the research model is set up and benchmark regression and robustness tests are carried out to empirically verify the impact of national macro policies on the construction of key projects in Lanzhou City.
After the founding of new China, the country is in need of a lot of work, there is an urgent need to carry out extensive foreign exchanges on the basis of self-reliance, in order to quickly restore the national economy in the old China suffered serious damage, the introduction of coal, electric power, metallurgy, chemical and other raw materials industry and military industry and so on 50 projects, in order to adapt to the restoration and development of the national economy, May 1953, Li Fuchun led a delegation to Moscow to negotiate the USSR committed to aid China in the construction of iron and steel combines, nonferrous metallurgical enterprises, coal mines, oil refineries, machine building plants, automobile manufacturing plants, tractor manufacturing plants and power stations, a total of 91 projects. Together with the 50 projects aided by the agreement signed between China and the Soviet Union in 1950, there were 141 projects in total. On April 12, 1954, the two governments signed the Sino-Soviet Agreement on Scientific and Technological Cooperation and three other agreements, the Soviet Union’s assistance to China’s construction projects amounted to a total of 156, in 1955, the two sides agreed to add another 16, before and after the five times to determine a total of 174 projects. After repeated verification and adjustment, some projects were merged and cancelled, and finally 154 projects were identified, because 156 projects were announced in the first place, so it is still called 156 projects, but in the end, 150 projects were actually constructed, forming a number of more complete categories, the socialist industrialization of the urgently needed modern basic industries.
The “156 projects” established the skeleton of China’s relatively complete basic industrial system and national defense industrial system, and laid the foundation for China’s industrialization. The 156 key construction projects designed and built by the USSR to help China are the backbone of the First Five-Year Plan, and other projects are centered around the “156 projects”. The composition of enterprises involved in the 150 Soviet-aided construction projects in China focused on the coal, metallurgy, and machinery industries.
In the early years of the founding of the People’s Republic of China, for reasons of politics, national defense and industrial development, China implemented a comprehensive and balanced regional development strategy in the area of regional development. The focus of this strategy was to balance the industrial layout of the country, prioritizing the development of heavy industry, focusing on strengthening industrial construction in the central and western regions, and implementing a policy of tilting the State’s investment in the central and western regions. During the “First Five-Year Plan” period, 156 projects supported by the Soviet Union were mainly built in the three northeastern provinces and the central and western regions such as Shaanxi, Shanxi, Henan and Gansu, and 694 supporting projects were also focused on the construction of the mainland, which accounted for 68% of the total number of projects, and 32% of the total number of projects on the coast. The irrational layout of old China’s industry, which was too concentrated on the coast, was changed. Industrial space, characterized by concentrated, large-scale industrial zones, has gradually become the main body of industrial activity and the core space for national and regional and urban economic competitiveness has taken shape, and the distribution of specific industrial construction projects has focused more on the distribution of their supporting and collaborative projects, sources of raw materials and energy, and zones of supply of products, among other things. The 150 projects built with the aid of the Soviet Union, Lanzhou Refinery, Xigu Thermal Power Plant, Lanzhou Fertilizer Plant (later renamed Nitrogen Fertilizer Plant), Lanzhou Rubber Plant, Petroleum Machinery Plant, Refining and Chemical Equipment Plant in Lanzhou, initially built in Lanzhou Refining, Lan Chemical as the leading petrochemical industry system. According to the key industrial projects selected by the State Joint Factory Selection Group and the industrial zones and industrial layout determined in Lanzhou, factors such as proximity to the Yumen oilfields, convenient transportation, water and energy sources, and the division of labor among production enterprises were taken into account.
The development of heavy industry became the central task of the country’s first five-year plan, establishing the basis for the country’s industrialization and modernization of its national defence, and the country made great progress in industrial production and economic development during the first five-year period, which, measured in terms of economic growth, was a surprising success. The average annual growth rate of national income was 8.9% (at constant prices), and the growth of agricultural and industrial output was about 3.8% and 18.7% per year, respectively. Lanzhou is located in the interior of China, and its economy lags far behind that of the coastal areas. The layout of the national economy’s productive forces during the First Five-Year Plan period, which was oriented to heavy industrial investment, enabled the economy of Lanzhou and even that of the northwestern part of the country to develop relatively fast, and played a role in balancing the economies of the east and the west. The key projects of the “First Five-Year Plan” period not only filled the gap of heavy industry development in Lanzhou, but also made great contributions to the industrial development of the northwest region, making Lanzhou an emerging heavy industry city in the northwest region of China.
During the First Five-Year Plan period, the focus of urban construction work was to support the construction of national key projects and to carry out the corresponding spatial layout of cities and the construction of supporting facilities accordingly. At this time, the urban planning work focused on the engineering requirements of project location and urban land layout for industrial zone planning, as well as the technical tools for national economic development plans. In this context, the idea of establishing regional planning with appropriate scale and regional division of labor has already begun to emerge. During the First Five-Year Plan period, Lanzhou was listed as one of the first heavy industrial cities to be constructed since the founding of New China. With the implementation of large-scale industrial enterprises and corresponding urban construction projects, and the rapid development of urbanization and modernization, the industrial space has become an important type of urban space in Lanzhou, and the city has also shown the embryonic form of the modern urban structure. The emergence of modern industry has completely changed the connotation and characteristics of Lanzhou city. The size of the city has expanded rapidly, and Lanzhou’s original urban functional structure and urban morphology have also undergone drastic changes.
Since the construction of the planned key projects in Lanzhou City during the “First Five-Year Plan” period is not at the same time, there are some differences. Therefore, this paper chooses to construct a multi-period DID model for policy evaluation, which applies to the condition that the time points of individual treatment periods are not identical. The areas where the key project construction is not practiced are taken as the control group, and the areas where the key project construction is practiced are taken as the treatment group. The specific two-way fixed effects measurement model is as follows:
In model (1),
In order to evaluate the net effect of national macro-policies on Lanzhou, this paper uses data from Lanzhou city from the beginning of the First Five-Year Plan to 2023, which are obtained from the website of the China Bureau of Statistics (CBS), provincial statistical yearbooks, and the Statistical Compendium of the Sixty Years of New China. Macro-policy timelines and policy divestment timelines are taken from the websites of provincial, municipal, and autonomous governments.
The explanatory variables selected in this paper are economic growth, industrial structure and disposable income, economic growth is characterized by regional real GDP, industrial structure is characterized by tertiary and secondary industries, and disposable income is characterized by per capita disposable income of urban residents.
The explanatory variables in this paper are the national macro policy (Policy), the implementation time during the “First Five-Year Plan” period of Lanzhou’s development infrastructure stage, and the implementation time during the rapid development stage of Lanzhou’s key engineering construction in 2010 (Time2010), and the Lanzhou region is characterized by the key policy support area as 1, otherwise it is 0. The Lanzhou region is characterized by a dummy variable, and the year of implementation of the two phases of policies is determined by reference to the time of the release of documents by each part of the government of the Lanzhou region that formulates policies according to its own situation, and the final core explanatory variables are determined by the product of the policies and the time of the two phases respectively.
The control variables selected in this paper include capital stock, foreign trade, communication, technology, openness, transportation, population, education, employment, and government capacity. The meaning of the variables selected for each indicator is shown in Table 1.
Model index variable
| Variable name | Variable meaning |
|---|---|
| Policy | National macro policy |
| Time15 | The development of Lanzhou development stage "one five" period |
| Time2010 | Lanzhou key project construction time node |
| GDP | Economic growth level |
| K | Capital stock |
| Foreign | Openness level (investment degree of foreign companies) |
| Communication | Communication level |
| Tech | Technical level |
| Human | Population level |
| In-export | Foreign trade |
| Graduate | Education level |
| Threetwo | Industrial structure |
| Income | Disposable income |
| Jobhuman | Employment level |
The descriptive statistics of the economic data of Lanzhou city regions during the “First Five-Year Plan” period-2023 are shown in Table 2. National macro policy is a dummy variable for whether or not it belongs to the Lanzhou region, with a value of 0 or 1. The mean values of Time15 and Time2010 are 0.745011 and 0.660534, respectively, the mean value of GDP is 994,646,262,000,000 yuan, the mean value of the capital level K is 2,621,196,000,000 yuan, the mean value of the number of foreign-invested enterprises is 10,419, the mean value of the employment of transportation and communication The mean value of personnel is 60,256, the mean value of technology market turnover is 14,924,650,000,000 yuan, the mean value of population of each province is 38,970,000,000 yuan, the mean value of import and export is 415,700,000,000 yuan, the mean value of the weight of the industrial structure is 13,504, the mean value of the disposable income per capita of the urban residents is 11,364,340,000 yuan, and the mean value of the employed population is 3,846,000,000 yuan.
Descriptive statistics
| Variable | Observed value | Mean value | Variance | Minimum value | Maximum value |
|---|---|---|---|---|---|
| Policy | 945 | 0.21369 | 0.01614 | 0 | 1 |
| Time15 | 945 | 0.745011 | 0.51594 | 0 | 1 |
| Time2010 | 945 | 0.660534 | 0.54861 | 0 | 1 |
| GDP | 945 | 9946.462 | 14544.647 | 26.08215 | 106731.4 |
| K | 945 | 26211.96 | 41448.571 | 37 | 250054.2 |
| Foreign | 945 | 10419.149 | 19114.61 | 1 | 175432 |
| Communication | 945 | 60256.21 | 38832.133 | 0 | 207999 |
| Tech | 945 | 149.2465 | 498.2587 | 0 | 6316.07 |
| Human | 945 | 3897.441 | 7.41308 | 0.32 | 39.58 |
| In-export | 945 | 4157.134 | 2694.932 | 221 | 12600 |
| Graduate | 945 | 12.68523 | 6.44324 | 2.33473 | 45.54352 |
| Threetwo | 945 | 13.504 | 6.09735 | 3.89038 | 48.0302 |
| Income | 945 | 11.3643 | 5.59307 | 1152 | 52.72563 |
| Jobhuman | 945 | 384.6 | 336.583 | 11.46 | 76436 |
The effects of national macro policies on key engineering construction in Lanzhou City are shown in Table 3. Model (1) incorporates only the double-difference interaction term for engineering construction in Lanzhou city and controls for year and city fixed effects. In model (1), the coefficient of engineering construction is -45.576 and is significant at the 5% level, which initially reveals that the national macro-policy consists of a positive effect in improving the construction of key projects in Lanzhou city. In order to further verify the robustness of this finding, this study gradually introduces more control variables in Models (2) to (6), which helps to understand the policy effect more comprehensively and exclude the interference of other potential factors. In models (2) to (6), the coefficient of engineering and construction fluctuates but always has a negative effect. Especially in model (6), after controlling as many variables as possible, the coefficient of engineering construction reaches -47.675 and is significant at 1% level, this result strongly supports the preliminary conclusion and shows that the positive effect of the national macro-policy in the construction of key projects is not accidental, so this study decides to use model (6) as the benchmark model. The results of the benchmark regression show that the national macro policy can effectively influence the construction environment of key projects in Lanzhou City, and the implementation of the national macro policy is favorable to the construction and development of key projects in Lanzhou City.
The impact estimation of key project construction in national macro policy
| Variable | (1) | (2) | (3) | (4) | (5) | (6) |
|---|---|---|---|---|---|---|
| Policy | -45.576** | -45.142*** | -45.063*** | -45.123*** | -45.032*** | -47.675 |
| (14.767) | (14.656) | (14.555) | (13.489) | (14.232) | (14.365) | |
| GDP | -0.00007 | -0.0000777 | -0.0000745 | -0.000145 | -0.000198 | |
| (0.00032) | (0.00031) | (0.0003212) | (0.000317) | (0.000338) | ||
| Income | -5.767 | -5.045 | 26.231 | 16.343 | ||
| (95.386) | (95.563) | (95.674) | (98.451) | |||
| Communication | 262.214 | -229.563 | -286.132 | |||
| (1248.341) | (1237.021) | (1256.734) | ||||
| Jobhuman | -2.874 | 2.654 | ||||
| (0.756) | (0.724) | |||||
| In-export | 0.0000128** | |||||
| (6.28e-06) | ||||||
| Constant term | 223.032*** | 224.545*** | 229.081*** | 228.653*** | 78.675 | 84.232 |
| (6.423) | (10.154) | (35.245) | (36.045) | (52.654) | (52.572) | |
| Control variable | NO | YES | YES | YES | YES | YES |
| Urban fixation effect | YES | YES | YES | YES | YES | YES |
| Time fixed effect | YES | YES | YES | YES | YES | YES |
| R2 | 0.267 | 0.267 | 0.268 | 0.270 | 0.279 | 0.284 |
In the field of policy evaluation, double difference modeling is widely used to identify the causal effects of policy changes [22]. And before applying this model, it is a crucial prerequisite to ensure that the experimental group and the control group maintain the same trend on the explanatory variables. So this study conducted a parallel trend test to verify the robustness of the findings, which is formulated as follows:
Where

Parallel trend survey
Consider that the heterogeneity of treatment effects in the presence of overlapping DIDs may lead to potential bias in the estimation of the two-way fixed effects model. So in this paper, we first decompose the results of the benchmark regression according to Andrew Goodman-Bacon’s approach. The decomposition results are shown in Table 4, the DD estimate of two-way fixed effects -39.278 is the weighted sum of different groups, of which, the early received treatment for the experimental group and the later received treatment for the control group is a good effect, will not produce bias, its effect accounts for 3.1%; late received treatment for the experimental group and the early received treatment for the control group is actually a bad effect, which will produce a certain amount of bias, its effect accounts for 3.2%; having received the treatment versus never having received the treatment is a good effect at 92.7%. The results of the specific presentation of bacon decomposition are shown in Figure 2.
The bacon breaks down the result
| Weigh | 2×2DDEstimate | |
|---|---|---|
| Earlier Treatment vs. Later Comparison | 0.031 | -11.274 |
| Later Treatment vs. Earlier Comparison | 0.032 | -5.867 |
| Treatment vs. Nevertreated | 0.927 | -40.972 |

The heterogeneity of the impact of policy on the construction of key projects
The IW estimator proposed by Sun and Abraham, i.e. Interaction-Weighted Estimator can also be used in the event study method to check the robustness of the conclusions. In this paper, according to the practice of Sun and Abraham, we use the IW estimator to exclude the “bad control group” and only take the “good control group” as the research object. Following Sun and Abraham, this paper uses the IW estimator, excludes the “bad control group” and takes only the “good control group” as the research object, first calculates the average treatment effect of city-year, and then weights the city and year separately, and finally arrives at the average treatment effect.
The results obtained are shown in Figure 3, and the regression results satisfy the parallel trend test, then it can be proved that the national macro policy can effectively improve the construction level of key projects in Lanzhou City, which is conducive to the realization of the key projects in Lanzhou City, and the conclusion of the key projects in Lanzhou City is robust.

Event analysis using iw estimator
This study uses the method of fictitious policy pilot cities to conduct placebo tests [23], in order to eliminate the influence of unobserved factors arising due to the city level on the empirical results. The specific operation steps are: firstly, take an equal number of cities from all cities in the country with the benchmark regression as the fictitious experimental group, denoted as treat_wrong, then use treat_wrong×time to construct a new wrong_smartcity cross-multiplier term, bring the wrong_smartcity into the original benchmark model, and observe the coefficients after the regression, and repeat the above operation 500 times. As shown in Figure 4, most of the estimated coefficients of wrong_smartcity are tightly clustered around the value of 0, presenting an approximate normal distribution, which indicates that the national macro policy can effectively improve the construction level of the key projects in Lanzhou City, which is conducive to the realization of the key projects in Lanzhou City, and the conclusion of the key projects in Lanzhou City is robust.

Placebo test
First, the covariate matching method is used to estimate the propensity score, and a suitable “reference object” is selected for each individual in the test group, so that the changes of the observed variables in the control group and the treatment group have the same trend characteristics. In the actual application of PSM, referring to the practice of most of the existing studies of directly using the control variables used in the basic regression as covariates, and considering that there are more than 45 prefectures and districts in the whole sample, the number of prefectures and districts in the control group is far more than the number of prefectures and districts in the experimental group, and the differences between prefectures and districts at various levels and districts are relatively obvious, for the sake of balance and to increase the comparability between the experimental group and prefectures and districts in the control group, the following methods are used in this paper In this paper, industrial structure characteristics (the proportion of secondary and tertiary industries in GDP), population, communication level, disposable income, level of openness to the outside world, capital stock, foreign trade and other variables are matched between counties in the test group and counties in the control group using the caliper nearest-neighbor matching method with a nearest-neighbor matching mode of 1:3.
Second, matching balance and common support test. In order to test whether the PSM-DID model is effective, it is necessary to have carried out the matching balance test on the matched samples. If the test group and the control group in the matched urban sample do not show significant differences in the relevant control variables or there is a significant decrease in the differences between the groups, then the matching method is reasonable. The propensity score matching method was used to match the treatment group with the control group, and the results of the balance test of the covariates after performing propensity score matching are shown in Table 5 and Table 6 and Figure 5. The results of the balance test show that cities experience a significant decrease in the standardized deviation of each control variable after matching, and compared with the pre-matching period, the differences between the matched treatment and control groups in industrial structure characteristics, population, communication level, disposable income, openness to the outside world level, capital stock, and foreign trade all experience a significant decrease in the difference between the two groups, and the absolute value of the standardized deviation of the pairwise indexes is significantly less than 10, which shows that The propensity score matching used in this paper passes the balance test, and the individual characteristics (the control variables of interest in the model) of the samples of the test group and the control group after matching are not significantly different or the differences are significantly decreased.
Test result
| Unmatched | Mean | %reduct | t-test | V(T)/ V(C) | ||||
|---|---|---|---|---|---|---|---|---|
| Variable | Matched | Treated | Control | %bias | |bias| | t | p>|t| | |
| tis2_1_w | U | 44.943 | 45.549 | 9 | 78.3 | 2.43 | 0.009 | 0.96 |
| M | 45.003 | 46.957 | -1.9 | -0.32 | 0.698 | 1.04 | ||
| tis3_1_w | U | 37.349 | 37.642 | 12.5 | 83.0 | 3.5 | 0.000 | 1.53* |
| M | 36.974 | 38.491 | 1.8 | 0.32 | 0.697 | 1.39* | ||
| Lnpop_z | U | 2.5142 | 3.9627 | 28.2 | 88.4 | 7.56 | 0 | 1.71* |
| M | 2.4841 | 4.1891 | 1.1 | 0.46 | 0.6 | 1.89* | ||
| Lar_z | U | 30.155 | 21.021 | 31.6 | 86.4 | 10.39 | 0 | 6.65* |
| M | 24.14 | 27.095 | -2.8 | -0.88 | 0.326 | 0.99 | ||
| Vest_z | U | 70.38 | 75.664 | 9-.1 | 35.1 | -2.51 | 0.01 | 1.11 |
| M | 71.897 | 75.852 | -5.1 | -1.2 | 0.197 | 1.14* | ||
| Gov_z | U | 13.712 | 17.96 | -22.3 | 90.0 | -5.43 | 0 | 0.9 |
| M | 13.867 | 15.8 | -1.2 | -0.33 | 0.689 | 1.18* | ||
| Fdi_z | U | 1.1911 | 0.0606 | -27.5 | 88.1 | 6.23 | 0.000 | 1.05 |
| M | 1.2254 | 1.5642 | -1.3 | -0.42 | 0.541 | 0.78* | ||
| Edu_z | U | 1.1645 | 1.5322 | 24.1 | 96.3 | 7.29 | 0.000 | 1.38* |
| M | 1.1472 | 1.8954 | -0.2 | -0.45 | 0.586 | 0.92 | ||
| Tec_z | U | .19864 | .19379 | 9.7 | 75.2 | 2.59 | 0.000 | 0.96 |
| M | .20847 | .21268 | 2.2 | 0.42 | 0.592 | 0.95 | ||
| Reta_z | U | 32.505 | 35.863 | -10.8 | 80.2 | -3.05 | 0.002 | 1.45* |
| M | 32.607 | 34.076 | 1.5 | 0.31 | 0.667 | 1.48* | ||
| Save_z | U | 68.679 | 74.2 | -10.4 | 91.0 | -2.92 | 0.003 | 1.43* |
| M | 68.793 | 70.26 | 0.9 | 0.09 | 0.832 | 1.58* | ||
| Fin_z | U | 89.648 | 90.275 | 1.7 | 151.2 | 0.37 | 0.621 | 0.78* |
| M | 88.683 | 93.236 | -3.2 | -0.82 | 0.348 | 0.76* | ||
if variance ratio outside [0.86; 1.16] for U and [0.86; 1.17] for M
Balance test results
| Sample | Ps R2 | LR chi2 | p>chi2 | MeanBias | MedBias | B | R | %Var |
|---|---|---|---|---|---|---|---|---|
| Unmatched | 0.051 | 182.24 | 0.000 | 16.5 | 12.8 | 53.4* | 2.08* | 56 |
| Matched | 0.003 | 8.54 | 0.584 | 2.5 | 2.3 | 15.8 | 0.42 | 65 |
if B>25%, R outside [0.5; 2]

The balance test results of the association variable
Finally, the matched samples are included in the multi-period double-difference model for benchmark regression analysis, and the regression results after applying the PSM-DID method are shown in Table 7. From the regression results, regression (1) shows that the impact of national macro policies on the economic growth rate of Lanzhou City is significantly positive at the 10% confidence level, indicating that national macro policies have increased the economic growth rate of Lanzhou City by 0.432%. Taken together, the robustness of the benchmark regression results based on the multi-period double-difference model is further demonstrated using the PSM-DID method.
PSM-DIDreturned results
| VARIABLES | (1) | (2) |
|---|---|---|
| Gdp_rate | Gdp_rate | |
| DID | The regression results of the full sample covariable match | The regression results of the full sample covariable match |
| 0.337* | 0.596*** | |
| (0.225) | (0.178) | |
| Control variable | control | control |
| Openness | control | control |
| Employment level | control | control |
| Constant | -35.76*** | -28.68*** |
| (10.24) | (6.745) | |
| Observations | 1,685 | 3,379 |
| R-squared | 0.643 | 0.638 |
Notes: Robust Standard errors in parentheses p<0.01,
p<0.05,
p<0.1
Considering the unbalanced development of Lanzhou region, especially the eastern part of the city gathers a large amount of labor and industry by virtue of the location advantage, which makes its economic development level far ahead of the central and western regions. The question of whether the national macro-policy on the construction of key projects in Lanzhou City can produce similar effects in different regions needs to be further verified, and the regression results are shown in Table 8. Columns (1) to (3) in the table show the regression results for the eastern, central, and western regional counties of Lanzhou City, respectively. From the regression results, the impact of national macro policies on the key projects construction in Lanzhou City on the eastern and western cities of Lanzhou is significant and positive, in which the impact of national macro policies on the key projects construction in the western region of Lanzhou is much larger than that in the eastern cities. For the central region, the effect is much lower than that of the eastern and western cities and is not statistically significant. This indicates that there is a marginal diminishing effect of the national macro policy on the construction of key projects in Lanzhou City in regions with different degrees of economic development.
Analysis of regional and urban heterogeneity
| Variable | (1) | (2) | (3) | (4) | (5) |
|---|---|---|---|---|---|
| East | Middle | West | Lower city | High grade city | |
| Policy | 0.0062* | 0.002 | 0.0209*** | 0.0072*** | 0.0014 |
| [0.0031] | [0.0022] | [0.0047] | [0.0013] | [0.0056] | |
| GDP | -0.0247*** | 0.0608*** | 0.0626*** | -0.0035 | -0.018 |
| [0.008] | [0.0198] | [0.0228] | [0.0088] | [0.0105] | |
| Foreign | -0.2105*** | -0.0664*** | 0.0256 | -0.0719*** | -0.2013*** |
| [0.0234] | [0.0178] | [0.0297] | [0.0124] | [0.0557] | |
| In-export | -0.1115*** | -0.0995*** | -0.0937*** | -0.0973*** | -0.1125*** |
| [0.0061] | [0.0052] | [0.0068] | [0.0029] | [0.0144] | |
| Threetwo | -0.0307 | -0.188*** | -0.0968*** | -0.0855*** | -0.2502* |
| [0.0427] | [0.0273] | [0.0334] | [0.0175] | [0.1363] | |
| Income | -0.0014 | -0.2694*** | 0.0668 | -0.0341 | 0.2685*** |
| [0.0459] | [0.0819] | [0.2033] | [0.0399] | [0.0914] | |
| Tech | -0.0465*** | -0.0043* | -0.0035 | -0.0142*** | -0.0155* |
| [0.0046] | [0.0029] | [0.0085] | [0.0026] | [0.0086] | |
| Time fixed effect | control | control | control | control | control |
| Urban fixation effect | control | control | control | control | control |
| _cons | 0.9406 | 0.8285 | 0.8074 | 0.8461 | 0.8598 |
| 0.014 | 0.0097 | 0.0165 | 0.0064 | 0.0345 | |
| Sample size | 1477 | 1452 | 600 | 3256 | 413 |
| R-squared | 0.4628 | 0.4014 | 0.3921 | 0.392 | 0.6234 |
| F value | 69.3573 | 47.1241 | 20.131 | 101.2152 | 32.6532 |
The effect of the national macro policy to promote the development of key projects in Lanzhou City depends on the initial endowment of the city, mainly focusing on the heterogeneity of the degree of urban innovation, the heterogeneity of the population size, and the heterogeneity of the economic level. The samples are divided into two groups of “high degree of construction” and “low degree of construction” to investigate the heterogeneous effects of national macro policies on different degrees of construction of key projects in Lanzhou City, and the results are shown in Table 9. Columns (1) and (2) in the table report the corresponding results, the national macro policy has a greater impact on cities with a low degree of construction in Lanzhou City, and the pilot of the policy can play a greater role in areas with a low degree of construction, while the role of the pilot of the policy is relatively diluted in places with a high degree of construction.
Similarly, the research in this paper also considers the heterogeneous effects of initial population size and initial economic level, and the paper is divided into four groups in total according to the population density and GDP per capita of each city, i.e., four groups in total according to the high and low groups, i.e., “high population density” and “low population density”. “High economic level” and “Low economic level”. Columns (5) and (6) in the table report the heterogeneous effects of national macro-policies on Lanzhou City at different initial economic levels, and the results show that national macro-policies have a greater effect on the areas with higher economic levels in Lanzhou, while the effect on the areas with lower economic levels is relatively small, but the coefficients of the regressions of the two groups differ less from each other.
Analysis of the heterogeneity of urban development
| Variable | (1) | (2) | (3) | (4) | (5) | (6) |
|---|---|---|---|---|---|---|
| Low construction | High construction | Low population density | Population density | Low economic level | Economic level | |
| Policy | 0.009*** | 0.0029 | 0.0118*** | 0.0039* | 0.0058* | 0.0072*** |
| [0.0027] | [0.0015] | [0.0026] | [0.0017] | [0.0025] | [0.0019] | |
| GDP | -0.0038 | -0.0092 | 0.0388*** | -0.0284*** | 0.0481* | -0.0108 |
| [0.0131] | [0.0067] | [0.0143] | [0.0069] | [0.0251] | [0.0066] | |
| Foreign | -0.084*** | -0.0621*** | -0.071*** | -0.1179*** | -0.0482*** | -0.1449*** |
| [0.019] | [0.0155] | [0.0172] | [0.0179] | [0.0168] | [0.0206] | |
| In-export | -0.0966*** | -0.1018*** | -0.0884*** | -0.1381*** | -0.0985**** | -0.1089*** |
| [0.0043] | [0.0044] | [0.004] | [0.0055] | [0.0039] | [0.0054] | |
| Threetwo | -0.0137 | -0.1234*** | -0.1043*** | -0.0505 | -0.0975*** | -0.0865** |
| [0.0264] | [0.0285] | [0.0218] | [0.0373] | [0.0865] | [0.0424] | |
| Income | -0.0616 | 0.0528 | -0.0274 | 0.0966** | -0.1564** | 0.0865* |
| [0.0575] | [0.044] | [0.0583] | [0.0467] | [0.0865] | [0.0455] | |
| Tech | -0.0424*** | -0.005** | -0.0085*** | -0.0308*** | -0.0865** | -0.0281*** |
| [0.0062] | [0.0013] | [0.0022] | [0.0039] | [0.0865] | [0.0037] | |
| Time fixed effect | control | control | control | control | control | control |
| Urban fixation effect | control | control | control | control | control | control |
| _cons | 0.898*** | 0.7896*** | 0.8477*** | 0.8697*** | 0.8372*** | 0.8796*** |
| [0.0101] | [0.0073] | [0.0078] | [0.0094] | [0.007] | [0.0119] | |
| Sample size | 1789 | 1544 | 1667 | 1854 | 1723 | 1896 |
| R-squared | 0.3729 | 0.5511 | 0.394 | 0.5022 | 0.3976 | 0.4758 |
| F value | 52.1331 | 102.5641 | 55.7751 | 86.653 | 56.7511 | 76.7855 |
This paper evaluates the policy implementation effect of key projects construction in Lanzhou City during the First Five-Year Plan period from the aspects of economic growth, industrial structure, and disposable income respectively, and synthesizes the above studies to find that:
This study uses the multi-period double-difference method to construct the benchmark regression model, and the results show that the estimated coefficient of the national macro policy variable Policy is significantly negative at the 1% level, proving that this policy can significantly improve the development level of key engineering construction in Lanzhou City. Parallel trend test, robust estimator of heterogeneity, and placebo test are used to verify the robustness of the conclusions obtained from the benchmark regression, and the results show that the conclusions obtained from the benchmark regression are robust. The role played by national macro policies on the construction of key projects in Lanzhou City is not the same in different regions, with a greater effect on the economic development of the western region, a smaller effect on the eastern region, and a statistically insignificant effect on the central region. In addition, for cities with a low degree of construction and low population density, the national macro-policy on the construction of key projects in Lanzhou City can play a greater role in compensating for the shortcomings of its own development, and significantly contributes to the improvement of the quality of economic development in Lanzhou City.
