Preprint demonstrates a novel method for solving nonlinear equations, indicating reduced function evaluations in various applications.
Preprint presenting a novel geometric method for solving nonlinear equations without derivative computation. The method reduces function evaluations by 30-50%, handles stiff and near-singular equations, and includes a spectral mode for multi-root detection. Applications in robotics, aerospace, and engineering with discrete/noisy data are demonstrated.
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Fethi Gaouer (2026) studied this question.
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