Metal-organic frameworks (MOFs) are hybrid materials composed of both organic and
inorganic elements. MOF materials, because of their unique structures and properties, such …

Finding all the roots of a nonlinear equation is an important and difficult task that arises
naturally in numerous scientific and engineering applications. Sequential iterative …

Due to the properties of magnetoelectroelastic intelligent material in this paper and the
coupling response of these materials to environmental and systemic changes and due to the …

Fractional calculus can be used to fully describe numerous real-world situations in a wide
range of scientific disciplines, including natural science, social science, electrical, chemical …

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 …

In this article, we propose some novel computational methods in the form of iteration
schemes for computing the roots of non-linear scalar equations in a new way. The …

In this article, we design a novel fourth‐order and derivative free root‐finding algorithm. We
construct this algorithm by applying the finite difference scheme on the well‐known …

A new inverse family of the iterative method is interrogated in the present article for
simultaneously estimating all distinct and multiple roots of nonlinear polynomial equations …

A two-level implicit compact formulation with quasi-variable meshes is reported for solving
three-dimensions second-order nonlinear parabolic partial differential equations. The new …

We introduce here a new two‐step derivate‐free inverse simultaneous iterative method for
estimating all roots of nonlinear equation. It is proved that convergence order of the newly …