Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation

Mohammadi Khan Mohammadi
Page No: 51-58
DOI: 10.86493/VEREDAS.2023/V13I12/07
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This paper is based on the relative study of three iterative methods named NewtonRaphson, Muller and Chebyshev methods, the rate of convergence of every method will be analyzed after solving numerical problem by implementing each method independently.

Citations

APA: Mohammadi Khan Mohammadi (2025). Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation. DOI: 10.86493/VEREDAS.2023/V13I12/07

AMA: Mohammadi Khan Mohammadi. Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation. 2025. DOI: 10.86493/VEREDAS.2023/V13I12/07

Chicago: Mohammadi Khan Mohammadi. "Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation." Published 2025. DOI: 10.86493/VEREDAS.2023/V13I12/07

IEEE: Mohammadi Khan Mohammadi, "Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation," 2025, DOI: 10.86493/VEREDAS.2023/V13I12/07

ISNAD: Mohammadi Khan Mohammadi. "Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation." DOI: 10.86493/VEREDAS.2023/V13I12/07

MLA: Mohammadi Khan Mohammadi. "Comparative Study of Newton-Raphson, Muller and Chebyshev Methods for Solving Polynomial Equation." 2025, DOI: 10.86493/VEREDAS.2023/V13I12/07