On the Stability of a Six-Point Multistep Method

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概要

• 論文の詳細を見る

• In the paper [4], we introduced a multistep method for solving the initial value problem : y' = f(x, y), y(x_0) = y_0, stepsize = h, (0.1) using the idea of quadrature formulas as in Prof. W. D. Milne's book [1]. For the corrector we used the latter part of the formulas, which he used for the corrector of the starting values. But, in the paper [4] we touched on the zero stability only. So, in this paper we want to get the stability polynomial for six-point formulas.

• 九州産業大学の論文

著者

• Yanagiwara Hiroki

  Fukuoka University Of Education

• INAMASU Yutaka

  九州産業大学国際文化学部

関連論文

• On a Two-Stage Runge-Kutta Method
• ON THE RELATIVE STABILITY OF A SIX-POINT MULTISTEP METHOD
• On the Stability of a Six-Point Multistep Method
• On the Three-Stage Runge-Kutta Method
• THE CORECTION REGARDING "ON THE STABILITY OF A SEVEN-POINT MULTISTEP METHOD"
• On the Stability of a Seven-Point Multistep Method
• On a Multistep Method II
• ON A MULTISTEP METHOD

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