Extending the Applicability of a Two-Step Chord-Type Method for Non-Differentiable Operators

Extending the Applicability of a Two-Step Chord-Type Method for Non-Differentiable Operators

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The semi-local convergence analysis of a well defined and efficient two-step Chord-type method in Banach spaces is presented in this study.The recurrence relation technique is Right Side Sticker used under some weak assumptions.The pertinency of the assumed method is extended for nonlinear non-differentiable Yoto Player operators.

The convergence theorem is also established to show the existence and uniqueness of the approximate solution.A numerical illustration is quoted to certify the theoretical part which shows that earlier studies fail if the function is non-differentiable.