Two New Cubically Convergent Iteration Schemes for Resolution of Nonlinear Equations Based On Quadrature Rules

Authors

  • Muhammad Saqib Department of Mathematics, Govt. Degree College Kharian, Pakistan.
  • Muhammad Iqbal Department of Mathematics, Lahore Leads University, Lahore.

Keywords:

Iterative method, Quadrature rules, Order of convergence, Nonlinear equations

Abstract

In this paper, we suggest and analyze two new third order iterative methods for approximation of zeros of nonlinear equations based on quadrature rules. Convergence analysis of these iteration schemes have been discussed and computational comparison of these iteration schemes have been made with some known third order iteration schemes.

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Published

2017-04-30

Issue

Vol. 49 No. 1 (2017)

Section

Articles

How to Cite

Two New Cubically Convergent Iteration Schemes for Resolution of Nonlinear Equations Based On Quadrature Rules. (2017). Punjab University Journal of Mathematics, 49(1), 71-79. https://pujm.pu.edu.pk/index.php/pujm/article/view/85