3D Chaotic Nonlinear Dynamic Population-Growing Mathematical System Modeling with Multiple Controllers

3D Chaotic Nonlinear Dynamic Population-Growing Mathematical System Modeling with Multiple Controllers

Modeling, stabilization, and identification processes are significant stages in the process of developing knowledge about chaotic dynamical systems which entail the effective prediction depending on the degree of uncertainty toleration in the forecast, accuracy of the current state to be measured as...

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Bibliographic Details
Main Authors: Shaymaa Hussain, Suzan Obaıys, Nadia Al-saidi, Yeliz Karaca
Format: Article
Language:English
Published: Akif AKGUL 2024-07-01
Series:Chaos Theory and Applications
Subjects:
control system
dynamic system
difference system
stability analysis
growing humanpopulation
stabilization
mathematical modeling
3d-discrete chaoticsystems
kendall coefficient
discrete systems
difference equation
multiple controllers
jacobian matrixmodel
Online Access:https://dergipark.org.tr/en/download/article-file/3770292
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