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А mathematical model of estimation of sustainability and dynamics of innovative activity
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А mathematical model of estimation of sustainability and dynamics of innovative activity
Annotation
PII
S020736760004135-7-
DOI
10.31857/S020736760004135-7
Publication type
Article
Status
Published
Authors
Vera Ivanova 
Affiliation: Federal Sociological Center, Russian Academy of Sciences
Address: Russian Federation, Moscow
Edition
Issue 2
Pages
43-63
Abstract

The article is devoted to the issues of modeling the processes of selfdevelopment in the implementation of innovative projects based on social and economic connectedness and feedback. In order to develop strategies for inclusive development and minimize risks when launching innovative projects, a mathematical model has been developed in the form of a system of two differential inhomogeneous first-order equations describing the dynamics of innovative development. The model makes it possible to identify sustainability criteria for the launch of innovative activities depending on the intensity of social and economic feedback, and also shows that the magnitude of positive or negative feedback (or the lack of it) has no direct influence on the quantitative characteristic of sustainability of such development.

 

Keywords
mathematical model, innovative activity, inclusive development, sustainability criteria, direct and inverse relations, social and economic ties, initial conditions, development dynamics, social relations, heterogeneous differential equations, Runge-Kutta method, velocity diagram)
Received
14.03.2019
Date of publication
14.03.2019
Number of purchasers
89
Views
1432
Readers community rating
0.0 (0 votes)
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S020736760004135-7-1 Дата внесения правок в статью - 20.02.2019
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References

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