Converging Newton’s Method With An Inflection Point of A Function
Abstract
For long periods of time, mathematics researchers struggled in obtaining the appropriate starting point when implementing root finding methods, and one of the most famous and applicable is Newton’s method. This iterative method produces sequence that converges to a desired solution with the assumption that the starting point is close enough to a solution. The word “close enough” indicates that we actually do not have any idea how close the...
Paper Details
Title
Converging Newton’s Method With An Inflection Point of A Function
Published Date
Dec 27, 2017
Journal
Volume
13
Issue
2
Pages
73 - 81
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