Positivity and boundedness preserving numerical algorithm for the solution of fractional nonlinear epidemic model of HIV/AIDS transmission
In this article, an integer order nonlinear HIV/AIDS infection model is extended to the non-
integer nonlinear model. The Grunwald Letnikov nonstandard finite difference scheme is …
integer nonlinear model. The Grunwald Letnikov nonstandard finite difference scheme is …
Stability analysis of a nonlinear coupled implicit switched singular fractional differential system with p-Laplacian
This paper deals with existence, uniqueness, and Hyers–Ulam stability of solutions to a
nonlinear coupled implicit switched singular fractional differential system involving Laplace …
nonlinear coupled implicit switched singular fractional differential system involving Laplace …
Reliable numerical analysis for stochastic reaction-diffusion system
In this article, stochastic behavior of reaction diffusion brusselator model is under
consideration. There are many physical phenomena which are related to chemical …
consideration. There are many physical phenomena which are related to chemical …
A reliable computational scheme for stochastic reaction–diffusion nonlinear chemical model
The main aim of this contribution is to construct a numerical scheme for solving stochastic
time-dependent partial differential equations (PDEs). This has the advantage of solving …
time-dependent partial differential equations (PDEs). This has the advantage of solving …
[PDF][PDF] Investigation of numerical behavior of the Ginzburg-Landau equation and Davis-Skodje system via the modified Euler approach
L Torkzadeh - Romanian Journal of Physics, 2021 - rjp.nipne.ro
In this paper, we present two numerical schemes based on the Euler method that can
provide a suitable approximation for the solutions of Itô stochastic differential equations. The …
provide a suitable approximation for the solutions of Itô stochastic differential equations. The …
Numerical analysis of the susceptible exposed infected quarantined and vaccinated (SEIQV) reaction-diffusion epidemic model
In this paper, two structure-preserving nonstandard finite difference (NSFD) operator splitting
schemes are designed for the solution of reaction diffusion epidemic models. The proposed …
schemes are designed for the solution of reaction diffusion epidemic models. The proposed …
[HTML][HTML] Positivity preserving numerical method for epidemic model of hepatitis B disease dynamic with delay factor
This work attempts to study the numerical solution of nonlinear delayed Immunized
Susceptible Latent Infected and Recovered (MSLIR) epidemic model of HBV disease …
Susceptible Latent Infected and Recovered (MSLIR) epidemic model of HBV disease …
Structure preserving computational technique for fractional order Schnakenberg model
The current article deals with the analysis and numerical solution of fractional order
Schnakenberg (SB) model. This model is a system of autocatalytic reactions by nature …
Schnakenberg (SB) model. This model is a system of autocatalytic reactions by nature …
A numerical efficient splitting method for the solution of two dimensional susceptible infected recovered epidemic model of whooping cough dynamics: Applications in …
Abstract Background and Objective The positivity property of the non-linear dynamical
systems is one of the essential features in different fields of bio-medical engineering …
systems is one of the essential features in different fields of bio-medical engineering …
Analysis of the epidemic biological model of tuberculosis (TB) via numerical schemes
Tuberculosis (TB) is caused by bacillus Mycobacterium tuberculosis (MTB). In this study, a
mathematical model of tuberculosis (TB) is analyzed. The numerical behaviour of the …
mathematical model of tuberculosis (TB) is analyzed. The numerical behaviour of the …