Вестник Нижегородского университета им. Н.И. Лобачевского. Серия: Социальные науки

16+

Title of Article

MATHEMATICAL MODELING OF COMPETITIVE REPLACEMENT DYNAMICS OF INNOVATION PRODUCT GENERATIONS

Issue
Date

Article type	scientific article	UDC	517.977.5+519.86+330.35:330.42
Pages	170-179	Keywords

Authors

RљSѓR·RЅRµS†RѕRІ R®.Rђ.RќReR¶RµRіRѕSЂRѕRґSЃRєReR№ RіRѕSЃSѓRЅReRІRµSЂSЃReS‚RµS‚ ReRј. Rќ.R?. R›RѕR±R°S‡RµRІSЃRєRѕRіRѕ
RњR°SЂRєRѕRІR° RЎ.R•.RќReR¶RµRіRѕSЂRѕRґSЃRєReR№ RіRѕSЃSѓRЅReRІRµSЂSЃReS‚RµS‚ ReRј. Rќ.R?. R›RѕR±R°S‡RµRІSЃRєRѕRіRѕ
RњReS‡R°SЃRѕRІR° Rћ.R’.RќReR¶RµRіRѕSЂRѕRґSЃRєReR№ RіRѕSЃSѓRЅReRІRµSЂSЃReS‚RµS‚ ReRј. Rќ.R?. R›RѕR±R°S‡RµRІSЃRєRѕRіRѕ; RќR?RЈ V«R’S‹SЃS€R°SЏ S€RєRѕR»R° SЌRєRѕRЅRѕRјReRєReV», Rќ. RќRѕRІRіRѕSЂRѕRґ

Abstract

The dynamics of the data transmission market is studied on the basis of mathematical modeling of the innovation diffusion process. The mathematical model is built assuming that the innovation diffusion is realized within competitive interaction between two successive generations of a new technology and in this way it is based on the Gilpin-Ayala competition model for the dynamics of interaction between two biological populations.

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