The simplest polynomial equations, the inflection point, the recurrence equations up to degree 6, and the method of finite differences

EasyChair Preprint 4423, version history

Version	Date	Pages	Version notes
1	October 18, 2020	44
2	December 9, 2020	43	included item 13 Generalization of polynomial classification
3	September 22, 2023	52	1. The title of the study has changed because the point of symmetry is not always the inflection point. The point of symmetry is a new concept that was described in the "Offset in Quadratics" preprint that has been updated at https://www.authorea.com/users/660550/articles/665919-shift-symmetry-and-asymmetry-in- polynomial -sequences. 2. The abstract has also been updated. 3. Better explanation of the finite difference method. 4. An application to solve an open problem.

Keyphrases: Method of finite differences, direction recurrence equation, general polynomial equation, general simplest equation, index direction, inflection point, offset study, polynomial inflection point, polynomials, recurrence equations, simplest equation

BibTeX entry

BibTeX does not have the right entry for preprints. This is a hack for producing the correct reference:

@booklet{EasyChair:4423,
  author    = {Charles Kusniec},
  title     = {The simplest polynomial equations, the inflection point, the recurrence equations up to degree 6, and the method of finite differences},
  howpublished = {EasyChair Preprint 4423},
  year      = {EasyChair, 2020}}