Issue №1, 2018



Non-Euclidean economy: problems of formation and development

Full article 

K.V. Pavlov, Izhevsk branch of the Russian Univer sity of cooperation, Izhevsk, Russia, Doctor of Economics, Professor, Department of Economy and Management, e-mail: This email address is being protected from spambots. You need JavaScript enabled to view it.

In article the expediency of wider use is proved in various economic-mathematical models of a non-Euclidean metrics.It will allow to simplify mathematical expression of models and to facilitate the solution of the related tasks and also to reveal by means of models of a tendency and regularity of social and economic development at the different levels of administrative hierarchy. In article methods of economic statistics, economic-mathematical methods of nonlinear programming and also production functions are used.

Keywords: non-Euclidean geometry, metrics, non-Euclidean economy, production functions, economic-mathematical models.


  1. Brown M. Teoriya i izmerenie tekhnicheskogo progressa [The theory and measurement of technical progress / lane with English]. M.: Statistics, 1981. 147 p.
  2. Gómez Zh. Mir matematiki: v 45 t. T. 4. Kogda krivye iskrivlyayutsya. Neevklidovy geometrii. [World of mathematics: in 45 volumes. Vol. 4. When curves are bent. Non-Euclidean geometries / lanes with Sp.]. M.: De Agostini, 2014. 160 p.
  3. Yefimov N.V. Vysshaya geometriya [The higher geometry: 6th issuing]. M.: The higher school, 1978. 482 p.
  4. Matematika: Enciklopediya [Mathematician: The encyclopedia / under the editorship of Yu.V. Prokhorov]. M.: Big Russian encyclopedia, 2003. 845 p.
  5. Muños V. Mir matematiki: v 45 t. T. 36. Deformiruemye formy. Topologiya [World of mathematics: in 45 volumes. Vol. 36. Deformable forms. The topology / lane with Sp.]. M.: De Agostini, 2014. 176 p.
  6. Pavlov K.V. Patologicheskie processy v ehkologo-ehkonomicheskoj sfere [Pathological processes in the ekologo-economic sphere]. Saarbruecken: LAP LAMBERT publishing house, 2011. 471 p.
  7. Pavlov K.V. Regional'nye ehkologo-ehkonomicheskie sistemy [Regional ekologo-economic systems]. M.: Master, 2009. 386 p.
  8. Teoriya igr: ucheb. posobie dlya universitetov [Games theory] / L. A. Petrosyan, N.A. Zinkevich, E.A. Selin. M.: The higher school, 1998. 304 p.

For citation: Pavlov K. V. Non-Euclidean economy: problems of formation and development // Corporate governance and innovative economic development of the North: Bulletin of the Research Center of Corporate Law, Management and Venture Capital of Syktyvkar State University. 2018. № 1. P. 15-19.