[HTML][HTML] A predator–prey model with additive Allee effect and intraspecific competition on predator involving Atangana–Baleanu–Caputo derivative
A mathematical model of an interaction between two populations namely prey and predator
is studied based on a Gause-type predator–prey model involving the additive Allee effect …
is studied based on a Gause-type predator–prey model involving the additive Allee effect …
[HTML][HTML] The fractal-fractional Atangana-Baleanu operator for pneumonia disease: stability, statistical and numerical analyses
The present paper studies pneumonia transmission dynamics by using fractal-fractional
operators in the Atangana-Baleanu sense. Our model predicts pneumonia transmission …
operators in the Atangana-Baleanu sense. Our model predicts pneumonia transmission …
Investigation and application of a classical piecewise hybrid with a fractional derivative for the epidemic model: Dynamical transmission and modeling
In this research, we developed an epidemic model with a combination of Atangana-Baleanu
Caputo derivative and classical operators for the hybrid operator's memory effects, allowing …
Caputo derivative and classical operators for the hybrid operator's memory effects, allowing …
[HTML][HTML] Fractional stochastic modelling of monkeypox dynamics
Monkeypox virus is primarily transferred to humans via wild animals including rodents and
more often the transmission ensues between humans to humans. This disease has been …
more often the transmission ensues between humans to humans. This disease has been …
A generalized fractional hepatitis B virus infection model with both cell-to-cell and virus-to-cell transmissions
In this paper, we suggest a generalized fractional hepatitis B viral infection model with two
modes of transmission that are cell-to-cell and virus-to-cell. These two modes of …
modes of transmission that are cell-to-cell and virus-to-cell. These two modes of …
[HTML][HTML] Quantitative modeling of monkeypox viral transmission using Caputo fractional variational iteration method
M Manivel, A Venkatesh, KA Kumar, MP Raj… - … Differential Equations in …, 2024 - Elsevier
The present work investigates a novel time-fractional model for monkeypox using the
Caputo fractional operator, with a focus on vaccinated, quarantined, and hospitalized …
Caputo fractional operator, with a focus on vaccinated, quarantined, and hospitalized …
Computational dynamics of a fractional order model of chickenpox spread in Phuket province
In this investigation, a distinctive chickenpox model incorporating the Caputo fractional
derivative is introduced. Equilibrium points and the fundamental reproduction number of the …
derivative is introduced. Equilibrium points and the fundamental reproduction number of the …
[PDF][PDF] Semi-analytical solutions for time-fractional Fisher equations via new iterative method
An effective method for resolving non-linear partial differential equations with fractional
derivatives is the New Sumudu Transform Iterative Method (NSTIM). It excels at solving …
derivatives is the New Sumudu Transform Iterative Method (NSTIM). It excels at solving …
Fractional derivative model in COVID-19 dynamics: application to symptom severity and hospital resource allocation in South Korea
Abstract COVID-19, caused by SARS-CoV-2, has profoundly affected societies worldwide.
The high number of cases, along with its widespread effects on health systems, economies …
The high number of cases, along with its widespread effects on health systems, economies …
Control strategies for fractional order soil micro plastic pollution model and preserving nutrient cycle integrity
P Priya, A Sabarmathi - Multiscale and Multidisciplinary Modeling …, 2024 - Springer
Microplastic pollution presents a formidable challenge to agricultural ecosystems, imperiling
soil quality and fertility with far-reaching implications. In this study, we pioneer an innovative …
soil quality and fertility with far-reaching implications. In this study, we pioneer an innovative …