Pages that link to "Item:Q892991"
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The following pages link to A study of optimization for Steffensen-type methods with frozen divided differences (Q892991):
Displaying 10 items.
- On the efficiency of a family of Steffensen-like methods with frozen divided differences (Q521648) (← links)
- A family of iterative methods that uses divided differences of first and second orders (Q891783) (← links)
- Computing multiple zeros by using a parameter in Newton-secant method (Q1689248) (← links)
- Developing a new family of Newton-Secant method with memory based on a weight function (Q1689265) (← links)
- A multidimensional generalization of some classes of iterative methods (Q1696990) (← links)
- On semilocal convergence of three-step Kurchatov method under weak condition (Q2023769) (← links)
- Frozen iterative methods using divided differences ``à la Schmidt-Schwetlick'' (Q2251577) (← links)
- On the Steffensen method under the generalized Lipschitz conditions for the divided difference operator (Q4582528) (← links)
- (Q4799753) (← links)
- A multistep Steffensen‐type method for solving nonlinear systems of equations (Q5120871) (← links)
