Pages that link to "Item:Q2370061"
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The following pages link to Higher-order method for the solution of a nonlinear scalar equation (Q2370061):
Displaying 9 items.
- An efficient method based on progressive interpolation for solving non-linear equations (Q308907) (← links)
- An improvement of Ostrowski's and King's techniques with optimal convergence order eight (Q415408) (← links)
- A discrete-time observer based on the polynomial approximation of the inverse observability map (Q468298) (← links)
- On the higher-order method for the solution of a nonlinear scalar equation (Q637537) (← links)
- Some globally convergent iterative method based on the bisection iteration for solving nonlinear scalar equations (Q1336885) (← links)
- An efficient and straightforward numerical technique coupled to classical Newton's method for enhancing the accuracy of approximate solutions associated with scalar nonlinear equations (Q1653535) (← links)
- A new iterative numerical continuation technique for approximating the solutions of scalar nonlinear equations (Q1653539) (← links)
- An optimal family of fast 16th-order derivative-free multipoint simple-root finders for nonlinear equations (Q2251557) (← links)
- Two families of semiglobal state observers for analytic discrete-time systems (Q2391464) (← links)
