METODE ITERASI ORDE EMPAT BERDASARKAN PECAHAN KONTINU THIELE UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
No Thumbnail Available
Date
2021-04
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Abstract
This article proposes a new single step iterative method for solving nonlinear equa-
tions. This iterative method is derived using the approximation formula of truncated
Thiele's continued fraction. Analysis of convergence shows that the order of conver-
gence of the proposed iterative method for a simple root is four. To illustrate the
advantages and performance of the proposed method, some numerical examples are
given.
Description
Keywords
Nonlinear equation, Thiele's continued fraction, Viscovatov algorithm, iterative method, order of convergence