Efficient inverse fractional neural network-based simultaneous schemes for nonlinear engineering applications
M Shams, B Carpentieri - Fractal and Fractional, 2023 - mdpi.com
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 …
naturally in numerous scientific and engineering applications. Sequential iterative …
[PDF][PDF] Computer Oriented Numerical Scheme for Solving Engineering Problems.
In this study, we construct a family of single root finding method of optimal order four and
then generalize this family for estimating of all roots of non-linear equation simultaneously …
then generalize this family for estimating of all roots of non-linear equation simultaneously …
A three-free-parameter class of power series based iterative method for approximation of nonlinear equations solution
O Ogbereyivwe, O Izevbizua - Iranian Journal of Numerical Analysis …, 2023 - ijnao.um.ac.ir
In this manuscript, for approximation of solutions to equations that are nonlinear, a new class
of two-point iterative structure that is based on a weight function involving two converging …
of two-point iterative structure that is based on a weight function involving two converging …
On highly efficient derivative-free family of numerical methods for solving polynomial equation simultaneously
A highly efficient new three-step derivative-free family of numerical iterative schemes for
estimating all roots of polynomial equations is presented. Convergence analysis proved that …
estimating all roots of polynomial equations is presented. Convergence analysis proved that …
Some Real‐Life Applications of a Newly Designed Algorithm for Nonlinear Equations and Its Dynamics via Computer Tools
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 …
construct this algorithm by applying the finite difference scheme on the well‐known …
Inverse family of numerical methods for approximating all simple and roots with multiplicity of nonlinear polynomial equations with engineering applications
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 …
simultaneously estimating all distinct and multiple roots of nonlinear polynomial equations …
A family of optimal Eighth order iteration functions for multiple roots and its dynamics
In this manuscript, we present a new general family of optimal iterative methods for finding
multiple roots of nonlinear equations with known multiplicity using weight functions. An …
multiple roots of nonlinear equations with known multiplicity using weight functions. An …
[PDF][PDF] Numerical solution and optimal control for fractional Tumor immune model
AMS Mahdy - Journal of Applied Analysis & Computation, 2024 - jaac-online.com
In this article, the numerical model of fractional tumor immunity has been described. The
schematic of a signal flow of the structure model has been discussed. In the formulation of …
schematic of a signal flow of the structure model has been discussed. In the formulation of …
Inverse numerical iterative technique for finding all roots of nonlinear equations with engineering applications
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 …
estimating all roots of nonlinear equation. It is proved that convergence order of the newly …
[PDF][PDF] On Computer Implementation for Comparison of Inverse Numerical Schemes for Non-Linear Equations.
In this research article, we interrogate two new modifications in inverse Weierstrass iterative
method for estimating all roots of non-linear equation simultaneously. These modifications …
method for estimating all roots of non-linear equation simultaneously. These modifications …