Pages that link to "Item:Q1406053"
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The following pages link to A free-derivative iteration method of order three having convergence of both point and interval for nonlinear equations (Q1406053):
Displaying 13 items.
- Multipoint iterative method with cubic convergence (Q849771) (← links)
- A cubic convergent iterative method for enclosing simple roots of nonlinear equations (Q883986) (← links)
- An improved bisection Newton-like method for enclosing simple zeros of nonlinear equations (Q905071) (← links)
- A cubically convergent Newton-type method under weak conditions (Q939542) (← links)
- A derivative free method with cubic convergence of both interval and point for enclosing simple zeros of nonlinear equations (Q972095) (← links)
- An improved class of regula falsi methods of third order for solving nonlinear equations in \(\mathbb R\) (Q980412) (← links)
- A new trigonometrical algorithm for computing real root of non-linear transcendental equations (Q1738746) (← links)
- A common framework for modified regula falsi methods and new methods of this kind (Q2104373) (← links)
- On third-order convergent regula falsi method (Q2372038) (← links)
- Improved Muller method and bisection method with global and asymptotic superlinear convergence of both point and interval for solving nonlinear equations (Q2485631) (← links)
- An improved regula-falsi method for enclosing simple zeros of nonlinear equations (Q2497861) (← links)
- Note on derivative-free iteration method with global convergence (Q2765639) (← links)
- A superlinear scaling factor regula falsi root finder that detects the simple or multiple character of the root (Q6068198) (← links)
