A dynamic competition analysis of stochastic fractional differential equation arising in finance via pseudospectral method
This research focuses on the analysis of the competitive model used in the banking sector
based on the stochastic fractional differential equation. For the approximate solution, a …
based on the stochastic fractional differential equation. For the approximate solution, a …
Spatiotemporal dynamics of reaction–diffusion system and its application to turing pattern formation in a gray–scott model
I Ali, MT Saleem - Mathematics, 2023 - mdpi.com
This paper deals with the effects of partial differential equations on the development of
spatiotemporal patterns in reaction–diffusion systems. These systems describe how the …
spatiotemporal patterns in reaction–diffusion systems. These systems describe how the …
Applications of orthogonal polynomials in simulations of mass transfer diffusion equation arising in food engineering
I Ali, MT Saleem - Symmetry, 2023 - mdpi.com
In this paper, Chebyshev polynomials—which are ultraspherical in the first and second kind
and hence symmetric, while the third and fourth order are not ultraspherical and are hence …
and hence symmetric, while the third and fourth order are not ultraspherical and are hence …
Design and analysis of a new Covid-19 model with comparative study of control strategies
The COVID-19 pandemic has become a worldwide concern and has caused great
frustration in the human community. Governments all over the world are struggling to combat …
frustration in the human community. Governments all over the world are struggling to combat …
Dynamics of stochastic Zika virus with treatment class in human population via spectral method
The Zika virus model (ZIKV) is mathematically modeled to create the perfect control
strategies. The main characteristics of the model without control strategies, in particular …
strategies. The main characteristics of the model without control strategies, in particular …
Asymptotic behavior of three connected stochastic delay neoclassical growth systems using spectral technique
In this study, we consider a nonlinear system of three connected delay differential
neoclassical growth models along with stochastic effect and additive white noise, which is …
neoclassical growth models along with stochastic effect and additive white noise, which is …
Atangana-Baleanu fractional dynamics of predictive whooping cough model with optimal control analysis
AIK Butt - Symmetry, 2023 - mdpi.com
Whooping cough, or pertussis, is an infectious disease that causes serious threats to people
of all ages, specifically to infant and young children, all over the world. Due to the severe …
of all ages, specifically to infant and young children, all over the world. Due to the severe …
Dynamical study of lumpy skin disease model with optimal control analysis through pharmaceutical and non-pharmaceutical controls
Lumpy skin disease (LSD) is an infectious disease that affects cattle population. The disease
has disrupted economy of the affected countries due to decline in dairy products and …
has disrupted economy of the affected countries due to decline in dairy products and …
A new design and analysis of optimal control problems arising from COVID‐19 outbreak
In this manuscript, we append the hospitalization, diagnosed and isolation compartments to
the classic SEIR model to design a new COVID‐19 epidemic model. We further subdivide …
the classic SEIR model to design a new COVID‐19 epidemic model. We further subdivide …
Special functions and its application in solving two dimensional hyperbolic partial differential equation of telegraph type
I Ali, MT Saleem, A Din - Symmetry, 2023 - mdpi.com
In this article, we use the applications of special functions in the form of Chebyshev
polynomials to find the approximate solution of hyperbolic partial differential equations …
polynomials to find the approximate solution of hyperbolic partial differential equations …