Analysis of a nonlinear financial model | Zendy

G. MOZA | Zendy; Eugenia Grecu | Zendy; L. TIRTIRAU | Zendy

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Analysis of a nonlinear financial model

Author(s) -

G. MOZA,

Eugenia Grecu,

L. TIRTIRAU

Publication year - 2022

Publication title -

carpathian journal of mathematics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.812

H-Index - 25

eISSN - 1843-4401

pISSN - 1584-2851

DOI - 10.37193/cjm.2022.02.17

Subject(s) - inflation (cosmology) , nonlinear system , instability , stability (learning theory) , term (time) , economics , bifurcation , economic stability , financial stability , differential (mechanical device) , control theory (sociology) , econometrics , mathematics , macroeconomics , computer science , financial system , mechanics , physics , thermodynamics , control (management) , management , quantum mechanics , machine learning , theoretical physics

"A three-dimensional nonlinear differential system for modeling inflation rate in a given economy is proposed and investigated in this article. Using a bifurcation-based method in the study, we describe the conditions leading to regions of stability for the long-term behavior of the model, which are economically desirable, along with regions of instability, which should be avoided in an economy."

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