We proposed and analyzed the fractional simultaneous technique for approximating all the
roots of nonlinear equations in this research study. The newly developed fractional Caputo …

This paper presents a novel spectral algorithm for the numerical solution of multi-
dimensional fractional-order telegraph equations, a critical model used to capture the …

This paper presents a novel exploration of bifurcation and chaos dynamics in 2D fractional
order aeroelastic aerofoil systems (FOAAS) operating in incompressible flow, with a …

In this paper we consider constructions of first derivative approximations using the
generating function. The weights of the approximations contain the powers of a parameter …

In this paper, we propose a novel normalized time-fractional susceptible–infected–removed
(SIR) model that incorporates memory effects into epidemiological dynamics. The proposed …

A novel three-step simultaneous scheme for finding all distinct and multiple roots of non-
linear equations are developed in this paper. Analysis of convergence demonstrates that the …