Analytical Solution to a Third Order Rational Difference Equation: A Mathematical Approach

Authors

  • Alvaro H. Salas S. Universidad Nacional de Colombia, Fizmako Research Group, Bogotá, Colombia.

DOI:

https://doi.org/10.9734/bpi/cpstr/v4/2668G

Keywords:

Binomial coefficients, finite differences, rational dynamical system, numerical models

Abstract

Inspired by some open conjectures in rational dynamical system by G.Ladas and Palladino, in this paper we consider the problem of solving a third order difference equation. We comment the conjecture by Ladas. We illustrate the accuracy of the obtained solutions in concrete examples.

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Published

2024-01-20

How to Cite

Alvaro H. Salas S. (2024). Analytical Solution to a Third Order Rational Difference Equation: A Mathematical Approach. Contemporary Perspective on Science, Technology and Research Vol. 4, 163–173. https://doi.org/10.9734/bpi/cpstr/v4/2668G

Issue

Contemporary Perspective on Science, Technology and Research Vol. 4

Section

Chapters