Optimal Spatial Models of Interregional Economic Cooperation in the Field of Innovative Economy





пространственный масштаб, пространственная автокорреляция, инновационная активность, пространственная эконометрика, пошаговая регрессия, глобальный индекс Морана, локальный индекс Морана, региональное сотрудничество в сфере инноваций, модель Дарбина, модель пространственного запаздывания, пространственная ошибка


Domestic cooperation of innovative companies is a promising research area in Russia, especially considering recent macroeconomic events caused by sanctions, in
particular, restrictions on the import of high-tech goods. Thus, the present study examines the optimal spatial scale of interregional innovation cooperation. The article
presents an analysis of approaches to determining the optimal number of k-matrices of relations between innovation active regions. It is hypothesised that the innovative activity of the business in one region does not influence the innovative activity of its neighbours and vice versa. Stepwise regression was applied to identify the core
explanatory variable. Based on the spatial weights matrices, a spatial econometric model was constructed using the least squares method. Further, the global Moran’s I was employed to test the spatial correlation. Local indicators of spatial association (LISA) using the queen criterion of contiguity were utilised to determine the dependencies of innovative activity between neighbouring regions. The analysis used panel data from all Russian regions for the period from 2010 to 2019, as well as spatial econometric modelling to identify the side effects of the optimal spatial scale. The study revealed the presence of spatial correlation in the levels of regional innovative activity, the size of markets, as well as institutional support for enterprises in individual regions. Additionally, the research identified factors positively affecting the scale of innovative activity of the regions and adjacent territories, such as regional domestic income, the number of participants in innovation processes and infrastructure facilities. The neighbourhood of regions characterised with many participants in innovation processes (at least 100 units), as well as innovation infrastructure facilities (at least 810 units) will be seen as the optimal scale of regional cooperation.

Author Biography

Anton I. Mosalev , Financial University under the Government of the Russian Federation, Moscow

Cand. Sci. (Econ.), Associate Professor, Department of Management and Innovations, Moscow, Russian Federation; Scopus Author ID: 56677699200; https://orcid.org/0000-0001-7213-5308 (49, Leningradskiy Ave., Moscow, 125993, Russian Federation; e-mail: aimosalev@fa.ru).



How to Cite

Mosalev А. И. . (2022). Optimal Spatial Models of Interregional Economic Cooperation in the Field of Innovative Economy. Economy of Regions, 18(3), 638–652. https://doi.org/10.17059/ekon.reg.2022-3-2



Regional Social and Economic Problems