
doi: 10.18514/mmn.2004.73
Summary: By using the always convergent method of tangential parabolas (but not using any interval-arithmetic tool), a combined root-finding iterative algorithm is given which provides a quadratically convergent descending sequence of compact real intervals \(J_{n}\) containing a simple zero of a twice differentiable real function defined on \(J_{0}\).
always convergent method, QA Mathematics / matematika, decreasing sequence of compact intervals, Numerical computation of solutions to single equations, root-finding iterative algorithm, nonlinear equation
always convergent method, QA Mathematics / matematika, decreasing sequence of compact intervals, Numerical computation of solutions to single equations, root-finding iterative algorithm, nonlinear equation
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