[PDF][PDF] Comparative study of numerical methods for solving non-linear equations using manual computation
I Azure, G Aloliga, L Doabil - Math. Lett, 2019 - researchgate.net
This paper aims at comparing the performance in relation to the rate of convergence of five
numerical methods namely, the Bisection method, Newton Raphson method, Regula Falsi …
numerical methods namely, the Bisection method, Newton Raphson method, Regula Falsi …
[PDF][PDF] New twelfth order iterative method for solving nonlinear equations and their dynamical aspects
P Janngam, C Comemuangb - Journal of Mathematics and Computer …, 2023 - oire.bru.ac.th
The aims of this paper are to present new twelfth order iterative methods for solving
nonlinear equations and one of them is second derivative free which has been removed …
nonlinear equations and one of them is second derivative free which has been removed …
[PDF][PDF] Two new predictor-corrector iterative methods with third-and ninth-order convergence for solving nonlinear equations
NY Abdul-Hassan - Math. Theo. Model, 2016 - core.ac.uk
In this paper, we suggest and analyze two new predictor-corrector iterative methods with
third and ninth-order convergence for solving nonlinear equations. The first method is a …
third and ninth-order convergence for solving nonlinear equations. The first method is a …
[PDF][PDF] An Iterative Method with Twelfth Order Coonvergence for Solving Non-linear Equations
MSK Mylapalli, RK Palli, VBK Vatti - Advances and Applications in …, 2021 - mililink.com
The aim of this paper is to introduce a new twelfth order iterative method for solving
nonlinear equations. Modification of Newton's method with higher-order convergence is …
nonlinear equations. Modification of Newton's method with higher-order convergence is …
Comparative study of nonlinear root finding using improvised Secant methods
NN Rosli, NA Shahari, FA Mohamad Azraei… - Malaysian Journal of …, 2023 - ir.uitm.edu.my
The nonlinear transcendental or algebraic equation problem is one of the important
research areas in numerical analysis, and the iterative methods are playing an important …
research areas in numerical analysis, and the iterative methods are playing an important …
Modifikasi Metode Householder Tanpa Turunan Kedua Dengan Orde Konvergensi Optimal
W WARTONO, D ELRISKA - Jurnal Matematika UNAND, 2021 - jmua.fmipa.unand.ac.id
Metode Householder merupakan metode iterasi berorde konvergensi tiga yang digunakan
untuk menyelesaikan persamaan nonliner. Selain itu, metode Householder menggunakan …
untuk menyelesaikan persamaan nonliner. Selain itu, metode Householder menggunakan …
New Modification Methods for Finding Zeros of Nonlinear Functions
O Ababneh, K Al-Boureeny - International Conference on Mathematics …, 2022 - Springer
The objective of this article is to define new efficient iterative methods for finding zeros of
nonlinear functions. This procedure is based on Homeier and Newton [,,] methods. The …
nonlinear functions. This procedure is based on Homeier and Newton [,,] methods. The …
An Efficient Twelfth Order Convergent Scheme to Solve Non-Linear Equations
M Sowjanya, MSK Mylapalli, N Kakarlapudi… - ECS …, 2022 - iopscience.iop.org
An Efficient Twelfth Order Convergent Scheme to Solve Non-Linear Equations Page 1 ECS
Transactions An Efficient Twelfth Order Convergent Scheme to Solve Non-Linear Equations …
Transactions An Efficient Twelfth Order Convergent Scheme to Solve Non-Linear Equations …