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 …

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 …

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 …

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 …

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 …

In this study, we explore the effectiveness of elliptic partial differential equations (PDEs) in
two and three dimensional space based on Helmholtz equation for simulations of acoustic …

In this study, we investigate the application of fractional calculus to the mathematical
modeling of biological systems, focusing on fractional-order-in-time partial differential …

This article formulates and analyzes a discrete-time Human immunodeficiency virus type 1
(HIV-1) and human T-lymphotropic virus type I (HTLV-I) coinfection model with latent …

This Special Issue includes research and survey papers that cover a wide range of topics in
Classical, Computational and Applied Mathematics. High-quality papers on the next wide …

In this paper, we study functional type weak approximation of weak solutions of stochastic
functional differential equations by means of the Euler--Maruyama scheme. Under mild …