Interval and Speed of Convergence on Iterative Methods

Authors

  • Iswarmani Adhikari Department of Mathematics, Prithvi Narayan Campus, Pokhara

DOI:

https://doi.org/10.3126/hj.v6i0.18373

Keywords:

Iteration, Convergence, Convergence interval, Speed of convergence

Abstract

The iterative method is a tool of solving the non-linear equations to get their approximate roots with some errors of tolerance. Repetition of the similar process is applied successively on such iterations to compute a sequence of increasingly accurate estimates of the roots. In this paper, the construction of an iterative method for solving an equation, its convergence and the determination of interval of convergence for the approximate choice of initial guess and the speed of convergence are highlighted.

The Himalayan Physics Vol. 6 & 7, April 2017 (112-114)

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Published

2017-10-12

How to Cite

Adhikari, I. (2017). Interval and Speed of Convergence on Iterative Methods. Himalayan Physics, 6, 112–114. https://doi.org/10.3126/hj.v6i0.18373

Issue

Vol 6-7 (2017)

Section

Articles

License

The articles published in the Himalayan Physics are distributed under a license CC BY-NC-SA 4.0.