COVID-19, a novel coronavirus disease, is still causing concern all over the world. Recently,
researchers have been concentrating their efforts on understanding the complex dynamics …

This research considers an inverse source problem for fractional diffusion equation that
containing fractional derivative with non-singular and non-local kernel, namely, Atangana …

In this paper, we obtain the exact traveling solutions of the M-fractional generalized reaction
Duffing model and density dependent M-fractional diffusion reaction equation by using three …

In this paper, we investigate an efficient technique for solving fractional integro-differential
equations (FIDEs) that have numerous applications in various fields of science. The …

In this investigation, the novel fractional order simulations are performed in order to inspect
the characteristics of mass and heat transfer over porous inclined surface subject to the …

In this paper, by considering the Caputo-like delta difference definition, a fractional
difference order map with chaotic dynamics and with no equilibria is proposed. The complex …

The analytical solution of the multi-dimensional, time-fractional model of Navier-Stokes
equation using the triple and quadruple Elzaki transform decomposition method is …

The Ivancevic option pricing model comes as an alternative to the Black‐Scholes model and
depicts a controlled Brownian motion associated with the nonlinear Schrodinger equation …

An inventive strategy is bestowed here to acquire the numeral roots of nonlinear boundary
value problems (BVPs) of 14th-order utilizing cubic splines. Two cubic splines; Polynomial …

Every fluid problem is greatly affected by its boundary conditions, especially the near-shore
seabed could produce an irrevocable harm when a tsunami wave is approaching, and a real …