[HTML][HTML] Soliton solutions for time fractional ocean engineering models with Beta derivative
In this study, the authors obtained the soliton and periodic wave solutions for time fractional
symmetric regularized long wave equation (SRLW) and Ostrovsky equation (OE) both …
symmetric regularized long wave equation (SRLW) and Ostrovsky equation (OE) both …
One parameter optimal derivative-free family to find the multiple roots of algebraic nonlinear equations
In this study, we construct the one parameter optimal derivative-free iterative family to find
the multiple roots of an algebraic nonlinear function. Many researchers developed the …
the multiple roots of an algebraic nonlinear function. Many researchers developed the …
[HTML][HTML] A Steffensen type optimal eighth order multiple root finding scheme for nonlinear equations
F Zafar, S Iqbal, T Nawaz - Journal of Computational Mathematics and Data …, 2023 - Elsevier
In this study, we introduce a novel weight function-based eighth order derivative-free method
for locating repeated roots of nonlinear equations. It is a three-step Steffensen-type scheme …
for locating repeated roots of nonlinear equations. It is a three-step Steffensen-type scheme …
Efficient non-iterative multi-point method for solving the Riemann problem
YH Toh - Nonlinear Dynamics, 2024 - Springer
In computational fluid dynamics (CFD), the Riemann problem is vital for precise fluid flow
calculations as it involves the accurate computation of the interactions between different …
calculations as it involves the accurate computation of the interactions between different …
Modification of Newton-Househölder Method for Determining Multiple Roots of Unknown Multiplicity of Nonlinear Equations
In this study, we propose an extension of the modified Newton-Househölder methods to find
multiple roots with unknown multiplicity of nonlinear equations. With four functional …
multiple roots with unknown multiplicity of nonlinear equations. With four functional …