Pages that link to "Item:Q847282"
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The following pages link to A derivative free iterative method for finding multiple roots of nonlinear equations (Q847282):
Displaying 22 items.
- Dynamical behaviors of some iterative methods for multiple roots of nonlinear equations (Q297637) (← links)
- A derivative-free iterative method for simultaneously computing an arbitrary number of zeros of nonlinear equations (Q453847) (← links)
- New higher order methods for solving nonlinear equations with multiple roots (Q609249) (← links)
- A fourth-order derivative-free algorithm for nonlinear equations (Q629523) (← links)
- Fifth-order iterative method for finding multiple roots of nonlinear equations (Q634186) (← links)
- A cubic-order variant of Newton's method for finding multiple roots of nonlinear equations (Q660785) (← links)
- A sixth order transformation method for finding multiple roots of nonlinear equations and basin attractors for various methods (Q668644) (← links)
- Transformation methods for finding multiple roots of nonlinear equations (Q711289) (← links)
- Some substantial modifications and improvements for derivative-free iterative methods and derivative-free transformation for multiple zeros (Q856166) (← links)
- An improved method for finding multiple roots and it's multiplicity of nonlinear equations in \(\mathbb R\) (Q942368) (← links)
- Some second-derivative-free variants of Halley's method for multiple roots (Q1039687) (← links)
- Derivative free multipoint iterative methods for simple and multiple roots (Q1078980) (← links)
- Fifth-order iterative method for solving multiple roots of the highest multiplicity of nonlinear equation (Q1736700) (← links)
- An optimal order method for multiple roots in case of unknown multiplicity (Q1736762) (← links)
- A family of high order derivative-free iterative methods for solving root-finding problems (Q2001741) (← links)
- On developing a novel sixth order transformation method for multiple roots and its basins of attraction (Q2301159) (← links)
- A new iterative method for finding the multiple roots of nonlinear equations (Q2322287) (← links)
- A two-parameter family of fourth-order iterative methods with optimal convergence for multiple zeros (Q2375524) (← links)
- Method for finding multiple roots of polynomials (Q2507024) (← links)
- Quadratically convergent multiple roots finding method without derivatives (Q5948824) (← links)
- Development of cubically convergent iterative derivative free methods for computing multiple roots (Q6055840) (← links)
- A superlinear scaling factor regula falsi root finder that detects the simple or multiple character of the root (Q6068198) (← links)
