
doi: 10.1007/bf02218860
The author investigates the Newton method when it converges to a fixed point with orders of convergence greater than 2. He also shows the role of Schwarzian derivative in this convergence property.
Schwarzian derivative, convergence, fixed point, Newton method, Numerical computation of solutions to single equations
Schwarzian derivative, convergence, fixed point, Newton method, Numerical computation of solutions to single equations
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