Modeling Competitive Interaction “Predator-Prey” on the Example of Two Innovative Processes

dc.contributor.authorVoronin A.
dc.contributor.authorAkhiiezer O.
dc.contributor.authorGaluza A.
dc.contributor.authorLebedeva I.
dc.contributor.authorZaitsev Y.
dc.contributor.authorLebedev S.
dc.description.abstractThis paper considers competitive interaction between two innovative processes, which is described using the “predator-prey” paradigm. The dynamic model of the economic system is presented as a system of two differential equations of the first order with quadratic nonlinearity. The influence of parameters of the system of differential equations on the evolutionary processes in the economic system, including the possibility of bifurcations, is studied. It is shown that such a system has two focuses and six limit cycles in the ratio 3:3. The proposed model makes it possible to predict the evolution path of the system as a result of the control action.
dc.identifier.citationVoronin A. Modeling Competitive Interaction “Predator-Prey” on the Example of Two Innovative Processes /A. Voronin, O. Akhiiezer, A. Galuza and other // 2023 13th International Conference on Advanced Computer Information Technologies (ACIT). - Wrocław, Poland, 2023. – Р. 131-134.
dc.identifier.urihttp://repository.hneu.edu.ua/handle/123456789/30786
dc.language.isoen
dc.subjectnonlinear dynamics
dc.subjectbifurcation
dc.subjectlimit cycle
dc.subjectdiffusion of innovations
dc.titleModeling Competitive Interaction “Predator-Prey” on the Example of Two Innovative Processes
dc.typeArticle

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