Pages that link to "Item:Q990407"
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The following pages link to A third-order modification of Newton method for systems of non-linear equations (Q990407):
Displaying 20 items.
- A modification of Newton method with third-order convergence (Q856097) (← links)
- A third-order Newton-type method to solve systems of nonlinear equations (Q883859) (← links)
- Some higher-order modifications of Newton's method for solving nonlinear equations (Q955070) (← links)
- New third-order method for solving systems of nonlinear equations (Q1014367) (← links)
- Cubic convergence of parameter-controlled Newton-secant method for multiple zeros (Q1034649) (← links)
- Ball convergence of the Newton-Gauss method in Banach space (Q1689255) (← links)
- Third-order Newton-type methods combined with vector extrapolation for solving nonlinear systems (Q1724500) (← links)
- A unified model for solving a system of nonlinear equations (Q1733673) (← links)
- Third- and fifth-order Newton-Gauss methods for solving nonlinear equations with \(n\) variables (Q1733697) (← links)
- Newton-like methods with increasing order of convergence and their convergence analysis in Banach space (Q1735726) (← links)
- Local convergence of a Newton-Traub composition in Banach spaces (Q1742857) (← links)
- A derivative free globally convergent method and its deformations (Q2048947) (← links)
- Unified local convergence for a certain family of methods in Banach space (Q2361625) (← links)
- Some iterative methods for solving a system of nonlinear equations (Q2389081) (← links)
- Variant of Newton's method using Simpson's 3/8th rule (Q2657538) (← links)
- Local convergence for multistep high order methods under weak conditions (Q3386886) (← links)
- On Solving Nonlinear Equations with Simple Singularities or Nearly Singular Solutions (Q3732858) (← links)
- Globally convergent algorithms for solving unconstrained optimization problems (Q4981855) (← links)
- On Chebyshev‐type methods free from second derivative (Q5302267) (← links)
- Larger convergence regions for an efficient two-step iterative method (Q6125395) (← links)
