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Assessment of the Features of the Spatial Organization of the Russian Economy Based on the Global and Local Moran Indices

In: Eurasian Economic Perspectives

Author

Listed:
  • Elena Kozonogova

    (Perm National Research Polytechnic University)

  • Julia Dubrovskaya

    (Perm National Research Polytechnic University)

Abstract

The uneven economic and social development of various regions and municipalities in many countries is a negative consequence of the inefficient spatial organization of the economy. A system of spatial development indices is developed in the article using the example of Russian regions. A significant and positive spatial autocorrelation was revealed as a result of calculations of the global Moran index using the matrix of weights of inverse distances and the boundary matrix of weights. Local Moran indices were calculated in the process of identifying groups of territories with a low level of spatial development; a spatial scattering diagram and a geographical map were constructed. The results obtained make it possible not only to determine the spatial development factors of specific regions but also to develop recommendations for improving the spatial organization of the country’s economy as a whole.

Suggested Citation

  • Elena Kozonogova & Julia Dubrovskaya, 2020. "Assessment of the Features of the Spatial Organization of the Russian Economy Based on the Global and Local Moran Indices," Eurasian Studies in Business and Economics, in: Mehmet Huseyin Bilgin & Hakan Danis & Ender Demir & Uchenna Tony-Okeke (ed.), Eurasian Economic Perspectives, pages 195-203, Springer.
    • Handle: RePEc:spr:eurchp:978-3-030-48531-3_14
    DOI: 10.1007/978-3-030-48531-3_14
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    Cited by:

    1. Julia DUBROVSKAYA & Elena KOZONOGOVA, 2020. "Modeling The Spatial Development Of The Economy On The Basis Of Perspective Interregional Cooperation And Specialization," Proceedings of the INTERNATIONAL MANAGEMENT CONFERENCE, Faculty of Management, Academy of Economic Studies, Bucharest, Romania, vol. 14(1), pages 1040-1052, November.

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