S.A. Khorkov
ON THE MANUAL AND NATURAL CASE IN THE TECHNOCENOSIS MODEL

Annotation. It is proposed to consider a geometric model of technocenosis to distinguish between manual and spontaneous cases according to Mandelbrot. If the random vector on the projection of the hyperboloid does not depend either on the magnitude of the components or on the direction of the vector, then the case is tame - Gaussian. If a random vector on the projection of a hyperboloid depends on the magnitude of the components and on the direction of the vector, then the case is spontaneous - non-Gaussian.
Keywords: technocenosis, random vector, manual case, natural case.

For citation: Khorkov S.A. [On the manual and natural case in the technocenosis model]. Upravleniye tekhnosferoy, 2019, vol. 2, issue 3. (in Russ.) Available at: f-ing.udsu.ru/technosphere

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About the Authors

Horkov Sergey Alekseevich

Associate Professor, Department of Thermal Power Engineering, Institute of oil and gas is named

M. S. Gutseriev, Federal State Budgetary Educational Institution of Higher Education "Udmurt state University", 426034, Universitetskaya str., 1/7, Izhevsk, Russia.

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