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[HTML][HTML] A bifurcation analysis and model of Covid-19 transmission dynamics with post-vaccination infection impact
Abstract SARS COV-2 (Covid-19) has imposed a monumental socio-economic burden
worldwide, and its impact still lingers. We propose a deterministic model to describe the …
worldwide, and its impact still lingers. We propose a deterministic model to describe the …
A study on fractional tumor-immune interaction model related to lung cancer via generalized Laguerre polynomials
Background Cancer, a complex and deadly health concern today, is characterized by
forming potentially malignant tumors or cancer cells. The dynamic interaction between these …
forming potentially malignant tumors or cancer cells. The dynamic interaction between these …
A Study on the Fractal‐Fractional Epidemic Probability‐Based Model of SARS‐CoV‐2 Virus along with the Taylor Operational Matrix Method for Its Caputo Version
SARS‐CoV‐2 is a strain of the large coronavirus family that has led to COVID‐19 disease.
The virus has been one of the deadliest known viruses in the world to date. Rapid mutations …
The virus has been one of the deadliest known viruses in the world to date. Rapid mutations …
Mathematical modeling of middle east respiratory syndrome coronavirus with bifurcation analysis
Abstract The Middle East respiratory syndrome is a viral respiratory illness. It is caused by a
common type of virus called coronavirus. The main objective of the present work, we …
common type of virus called coronavirus. The main objective of the present work, we …
Stability analysis of a fractional-order SIV1V2S epidemic model for the COVID-19 pandemic
X Hu, Y Liu - Communications in Nonlinear Science and Numerical …, 2024 - Elsevier
To explore the impact of the COVID-19 vaccination rate and immune loss rate on the
pandemic, this paper proposes a fractional-order SIV 1 V 2 S epidemic model with …
pandemic, this paper proposes a fractional-order SIV 1 V 2 S epidemic model with …
Study of chronic myeloid leukemia with T-cell under fractal-fractional order model
This research work is devoted to investigate myeloid leukemia mathematical model. We give
some details about the existence of trivial and nontrivial equilibrium points and their stability …
some details about the existence of trivial and nontrivial equilibrium points and their stability …
Modeling and simulation of COVID-19 disease dynamics via Caputo Fabrizio fractional derivative
The motive of this paper is to investigate the SEIQRD model of COVID-19 outbreak in
Indonesia with the help of fractional modeling approach. The model is described by the …
Indonesia with the help of fractional modeling approach. The model is described by the …
A time fractional second-grade magnetohydrodynamic dusty fluid flow model with variable conditions: Application of Fick's and Fourier's laws
Non-Newtonian fluids along with magnetohydrodynamic flow have numerous applications in
the purification of mineral oil, MHD pumps and motors, polymer fabrication, and …
the purification of mineral oil, MHD pumps and motors, polymer fabrication, and …
[PDF][PDF] A robust study of the transmission dynamics of syphilis infection through non-integer derivative
One of the most harmful and widespread sexually transmitted diseases is syphilis. This
infection is caused by the Treponema Palladum bacterium that spreads through sexual …
infection is caused by the Treponema Palladum bacterium that spreads through sexual …
[PDF][PDF] Construction a distributed order smoking model and its nonstandard finite difference discretization
M Kocabiyik, MY Ongun - 2022 - aimspress.com
Smoking is currently one of the most important health problems in the world and increases
the risk of develo** diseases. For these reasons, it is important to determine the effects of …
the risk of develo** diseases. For these reasons, it is important to determine the effects of …