Evolution and Mechanism of Cooperative Innovation Networks Based on Strategic Emerging Industries: Evidence from Northeast China
Abstract
:1. Introduction
2. Material and Methods
2.1. Study Area
2.2. Data Sources and Data Processing
2.3. Method and Model Selection
2.3.1. Social Network Analysis
2.3.2. Geographical Information System (GIS) Spatial Visualization Method
2.3.3. Negative Binomial Gravity Model
3. Results
3.1. Evolution Characteristics of the External Inter-City Cooperative Innovation Network in the Three Northeastern Provinces
3.1.1. Evolution Characteristics of the Topological Structure of the External Inter-City Innovation Network
3.1.2. The Spatial Evolution Characteristics of External Inter-City Innovation Network Structures
3.2. The Evolution Characteristics of the Inter-City Cooperative Innovation Network Within the Three Northeastern Provinces
3.2.1. Evolution Characteristics of the Topological Structure of the Inter-City Cooperative Innovation Network
3.2.2. The Spatial Evolution Characteristics of the Inter-City Innovation Network Structures
3.3. Analysis of the Mechanisms Influencing the Urban Cooperative Innovation Network
3.3.1. Model Test
3.3.2. Empirical Research Results
4. Discussion
4.1. Analysis of Influencing Mechanisms in Urban Cooperative Innovation Networks in the Three Provinces of Northeast China
4.2. Recommendations
4.2.1. Institutionalize Cross-Regional Collaboration Mechanisms
4.2.2. Optimize Spatial Development Patterns
4.2.3. Strengthen Regional Innovation Network Through Multidimensional Proximity
4.3. Limitations and Prospects
4.3.1. Limitations
4.3.2. Prospects
5. Conclusions
Supplementary Materials
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Variable | Explanation | Data Sources and Processing | |
---|---|---|---|
PATi | Total number of patent applications for inventions in city i | The number of patent applications for each time period is a five-year average. | |
PATj | Total number of patent applications for inventions in city j | The number of patent applications for each time period is a five-year average. | |
Geoij | Normalized spatial distance between city i and city j. Together with Borij, this characterizes the geographic proximity between cities. | (2) | |
dij denotes the geographic distance between node i and node j, calculated by city latitude and longitude, and maxdij is the maximum distance in the sample. | |||
Borij | Administrative boundary proximity between city i and city j. Together with Geoij, this characterizes the geographic proximity between cities. | A dummy variable that takes the value of 1 if the two cities share an administrative boundary | |
Ecoij | Degree of similarity in the level of economic development between city i and city j. This characterizes the economic proximity between cities. | Expressed as inter-city GDP ratio. | |
Indij | Degree of similarity in the level of industrial structure between city i and city j. This characterizes the industrial proximity between cities. | Expressed as the ratio of tertiary value added to GDP between cities [31]. | |
Insij | Degree of institutional difference between city i and city j. This characterizes institutional proximity between cities. | Cities in the same province are assigned a value of 1, while different provinces are assigned 0. | |
Tecij | Degree of similarity in technological knowledge between city i and city j. This characterizes technological proximity between cities. | (3) | |
Drawing on Jaffe’s technological proximity measure formula [32], PATimt and PATjmt are the number of patent applications for cities i and j in year t in category m-th IPC classification number. The values range from 0 to 1, with larger values indicating greater technological proximity. The number of patents for each period is calculated using the sum of patent numbers over five-year intervals. | |||
Socij·gov | The degree of similarity in governmental support between city i and city j, with Socij·edu characterizing social proximity between cities. | Expressed as the ratio of financial expenditures on science and technology between cities. | |
Socij·edu | The extent to which city i and city j have similar levels of education, with Socij·gov characterizing social proximity between cities. | Expressed as the ratio of financial expenditures on education between cities. |
Indicator | 2009–2013 | 2014–2018 | 2019–2023 | |
---|---|---|---|---|
Network size | Number of network nodes | 149 | 186 | 245 |
Number of network relationships | 293 | 453 | 775 | |
Network density | 0.02657 | 0.02633 | 0.02593 | |
Contact strength | Average degree | 3.933 | 4.871 | 6.327 |
Average weighted degree | 34.161 | 68.022 | 125.478 | |
Small-world characteristics | Average path length | 2.797 | 2.778 | 2.669 |
Average clustering coefficient | 0 | 0 | 0.002 |
Indicator | Degree Centrality | Weighted Degree Centrality | Betweenness Centrality | ||||||
---|---|---|---|---|---|---|---|---|---|
Ranking | 2009–2013 | 2014–2018 | 2019–2023 | 2009–2013 | 2014–2018 | 2019–2023 | 2009–2013 | 2014–2018 | 2019–2023 |
1 | Beijing * | Beijing * | Beijing * | Beijing * | Beijing * | Beijing * | Beijing * | Beijing * | Beijing * |
2 | Shanghai * | Tianjin * | Shanghai * | Shanghai * | Shanghai * | Nanjing * | Shanghai * | Nanjing * | Xi’an * |
3 | Tianjin * | Hangzhou * | Tianjin * | Yiyang | Nanjing * | Shenzhen | Tianjin * | Shanghai * | Tianjin * |
4 | Nanjing * | Nanjing * | Xi’an * | Nanjing * | Shenzhen | Shanghai * | Nanjing * | Tianjin * | Shanghai * |
5 | Wuxi | Shanghai * | Nanjing * | Tianjin * | Tianjin * | Xi’an * | Xi’an * | Hangzhou * | Shenzhen |
6 | Shenzhen | Shenzhen | Shenzhen | Suzhou | Qingdao | Ningbo | Wuxi | Shenzhen | Nanjing * |
7 | Chengdu * | Suzhou | Wuhan * | Shenzhen | Xuchang | Chongqing * | Wuhan * | Suzhou | Wuhan * |
8 | Qingdao | Shijiazhuang * | Hangzhou * | Chengdu * | Suzhou | Tianjin * | Guangzhou * | Shijiazhuang * | Hangzhou * |
9 | Xi’an * | Kunming * | Qingdao | Qingdao | Wuhan * | Hangzhou * | Chengdu * | Kunming * | Qingdao |
10 | Kunming * | Chengdu * | Guangzhou * | Guangzhou * | Guangzhou * | Chengdu * | Shenzhen | Urumqi * | Guangzhou * |
Indicator | 2009–2013 | 2014–2018 | 2019–2023 | |
---|---|---|---|---|
Network size | Number of network nodes | 30 | 34 | 36 |
Number of network relationships | 74 | 107 | 166 | |
Network density | 0.17011 | 0.19073 | 0.26349 | |
Contact strength | Average degree | 4.933 | 6.294 | 9.222 |
Average weighted degree | 40.067 | 65.235 | 198.611 | |
Small-world characteristics | Average path length | 2.103 | 1.95 | 1.768 |
Average clustering coefficient | 0.618 | 0.669 | 0.66 |
Indicator | Degree Centrality | Weighted Degree Centrality | Betweenness Centrality | ||||||
---|---|---|---|---|---|---|---|---|---|
Ranking | 2009–2013 | 2014–2018 | 2019–2023 | 2009–2013 | 2014–2018 | 2019–2023 | 2009–2013 | 2014–2018 | 2019–2023 |
1 | Shenyang | Shenyang | Harbin | Dalian | Shenyang | Shenyang | Harbin | Harbin | Harbin |
2 | Dalian | Changchun | Shenyang | Shenyang | Dalian | Dalian | Shenyang | Changchun | Jilin |
3 | Harbin | Harbin | Dalian | Qiqihar | Changchun | Changchun | Changchun | Shenyang | Changchun |
4 | Changchun | Dalian | Changchun | Anshan | Harbin | Harbin | Dalian | Dalian | Shenyang |
5 | Jilin | Jilin | Jilin | Changchun | Jilin | Jilin | Baishan | Jilin | Dalian |
6 | Fushun | Jinzhou | Anshan | Harbin | Qiqihar | Qiqihar | Jilin | Jinzhou | Anshan |
7 | Anshan | Qiqihar | Jinzhou | Jilin | Anshan | Anshan | Daqing | Jiamusi | Baicheng |
8 | Dandong | Jiamusi | Baicheng | Benxi | Jixi | Baicheng | Dandong | Qiqihar | Daqing |
9 | Liaoyang | Anshan | Chaoyang | Fushun | Yingkou | Fushun | Fushun | Qitaihe | Dandong |
10 | Daqing | Yingkou | Fushun | Dandong | Fushun | Huludao | Hegang | Daqing | Fuxin |
Variable | 2009–2013 | 2014–2018 | 2019–2023 |
---|---|---|---|
PATi | 0.776 *** | 0.891 *** | 0.880 *** |
(0.071) | (0.059) | (0.058) | |
PATj | 0.774 *** | 0.889 *** | 0.879 *** |
(0.072) | (0.059) | (0.058) | |
Geoij | −0.042 | −0.151 | 0.354 ** |
(0.261) | (0.196) | (0.174) | |
Borij | 0.318 | 0.759 ** | 1.183 *** |
(0.348) | (0.302) | (0.240) | |
Ecoij | −1.358 ** | −1.494 ** | −1.630 *** |
(0.634) | (0.610) | (0.504) | |
Indij | 1.420 ** | 2.260 ** | −0.630 |
(0.712) | (0.955) | (0.885) | |
Insij | 1.027 *** | 2.174 *** | 0.925 *** |
(0.329) | (0.261) | (0.207) | |
Tecij | 9.375 *** | −0.156 | 10.744 *** |
(3.012) | (1.472) | (1.848) | |
Socij·gov | 0.135 | −2.330 *** | 0.561 * |
(0.578) | (0.485) | (0.333) | |
Socij·edu | −1.039 | 1.720 *** | 1.323 ** |
(0.805) | (0.626) | (0.546) | |
_cons | −18.748 *** | −13.530 *** | −22.027 *** |
(2.614) | (1.611) | (1.965) | |
N | 812 | 1056 | 1122 |
Alpha | 3.047 | 2.975 | 3.657 |
(0.402) | (0.317) | (0.081) | |
Prob > chi2 | 0.0000 | 0.0000 | 0.0000 |
Log likelihood | −599.29705 | −865.75015 | −1471.6152 |
Pseudo R2 | 0.2232 | 0.2307 | 0.1685 |
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Zhou, X.; Liu, T.; Zhang, P.; Zhang, X.; Chu, N. Evolution and Mechanism of Cooperative Innovation Networks Based on Strategic Emerging Industries: Evidence from Northeast China. Land 2025, 14, 691. https://doi.org/10.3390/land14040691
Zhou X, Liu T, Zhang P, Zhang X, Chu N. Evolution and Mechanism of Cooperative Innovation Networks Based on Strategic Emerging Industries: Evidence from Northeast China. Land. 2025; 14(4):691. https://doi.org/10.3390/land14040691
Chicago/Turabian StyleZhou, Xiaodong, Tong Liu, Peng Zhang, Xujia Zhang, and Nanchen Chu. 2025. "Evolution and Mechanism of Cooperative Innovation Networks Based on Strategic Emerging Industries: Evidence from Northeast China" Land 14, no. 4: 691. https://doi.org/10.3390/land14040691
APA StyleZhou, X., Liu, T., Zhang, P., Zhang, X., & Chu, N. (2025). Evolution and Mechanism of Cooperative Innovation Networks Based on Strategic Emerging Industries: Evidence from Northeast China. Land, 14(4), 691. https://doi.org/10.3390/land14040691