Bifurcation analysis and complex dynamics of a Kopel triopoly model
In this paper, a novel type of generalized Kopel triopoly model is presented to reveal the
complex dynamics and transitions between different dynamic behaviors. First, based on …
complex dynamics and transitions between different dynamic behaviors. First, based on …
Investigation of financial bubble mathematical model under fractal-fractional Caputo derivative
B Li, T Zhang, C Zhang - Fractals, 2023 - World Scientific
In this study, we proposed a novel approach for modeling the dynamics of a three-agent
financial bubble using the fractal-fractional (FF) derivative of the Caputo sense. This new …
financial bubble using the fractal-fractional (FF) derivative of the Caputo sense. This new …
Modelling and analysis of a measles epidemic model with the constant proportional Caputo operator
Despite the existence of a secure and reliable immunization, measles, also known as
rubeola, continues to be a leading cause of fatalities globally, especially in underdeveloped …
rubeola, continues to be a leading cause of fatalities globally, especially in underdeveloped …
Dynamical analysis of a discrete-time SIR epidemic model
B Li, Z Eskandari - Journal of the Franklin Institute, 2023 - Elsevier
In this paper, a discrete-time seasonally forced SIR epidemic model is investigated for
different types of bifurcations. Although, many researchers already suggested numerically …
different types of bifurcations. Although, many researchers already suggested numerically …
[HTML][HTML] Analysis of the mathematical model of cutaneous leishmaniasis disease
Mathematical models are powerful tools to study various real-world problems from different
perspectives. This branch has been given much more popularity over the last several …
perspectives. This branch has been given much more popularity over the last several …
Resonance, fusion and fission dynamics of bifurcation solitons and hybrid rogue wave structures of Sawada–Kotera equation
The goal of this article is to investigate brand-new exact solutions to the Sawada-Kotera (SK)
equation. To get at a general form solution to the SK equation, the Hirota bilinear method is …
equation. To get at a general form solution to the SK equation, the Hirota bilinear method is …
Dynamical Behaviors of an SIR Epidemic Model with Discrete Time
Analytically and numerically, the study examines the stability and local bifurcations of a
discrete-time SIR epidemic model. For this model, a number of bifurcations are studied …
discrete-time SIR epidemic model. For this model, a number of bifurcations are studied …
Dynamical properties of a meminductor chaotic system with fractal–fractional power law operator
P Li, L Han, C Xu, X Peng, M ur Rahman, S Shi - Chaos, Solitons & Fractals, 2023 - Elsevier
Purpose: This study aims to explore the intricate and concealed chaotic structures of
meminductor systems and their applications in applied sciences by utilizing fractal fractional …
meminductor systems and their applications in applied sciences by utilizing fractal fractional …
[HTML][HTML] Radiative transport of MHD stagnation point flow of chemically reacting Carreau nanofluid due to radially stretched sheet
The flow of Carreau nanofluid with generation/absorption and magnetic field can be
valuable for modifying solar energy production. In this work, we extended the study of the …
valuable for modifying solar energy production. In this work, we extended the study of the …
[HTML][HTML] Application of multivariate bilinear neural network method to fractional partial differential equations
JG Liu, WH Zhu, YK Wu, GH ** - Results in Physics, 2023 - Elsevier
In this work, a multivariate bilinear neural network method is proposed to seek more exact
analytical solutions of nonlinear partial differential equations. As an example, the (2+ 1) …
analytical solutions of nonlinear partial differential equations. As an example, the (2+ 1) …