On Some Iterative Formulas for Solving Nonlinear Scalar Equations
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概要
- 論文の詳細を見る
First, we show fourth order multipoint iterative formulas which find better approximations to a zero of a function f(x). These formulas require one evaluation of f(x),f '(x) and f "(x) respectively per iteration. Next, we show some third order one-point itrative formulas containing two parameters, and consider the monotonic global convergence of them.
- 一般社団法人情報処理学会の論文
- 1992-10-31
著者
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Murakami Takahiko
Department Of Mathematics Kobe University Of Mercantile Marine
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Murakami Takahiko
Department Of Mathematics Kobe University Of Merantile Marine
関連論文
- On the Convergence Speed for a Class of Interactive Methods
- Some Fifth Order Multipoint Iterative Formulae for Solving Equations
- A Class of Fifth Order Multipoint Iterative Methods for the Solution of Equations
- On the Attainable Order of Convergence for Some Multipoint Iteration Functions
- On Some Iterative Formulas for Solving Nonlinear Scalar Equations
- On the Global Convergence of Some Iterative Formulas
- On the Convergence Speed for Some Iterative Methods
- On the Global Convergence of Some Iterative Formulas