Last Updated:2025/12/06

When solving nonlinear equations numerically, the bisection method reliably converges to a root provided the initial interval endpoints have opposite signs.

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When solving nonlinear equations numerically, the bisection method reliably converges to a root provided the initial interval endpoints have opposite signs.

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非線形方程式を数値的に解く際、初期区間の両端の値が異符号であれば、区間二分法は確実に根に収束します。

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