DigitalCommons@Bryant University

Title

Open Problems and Conjectures.

Authors

E. Camouzis, American College of Greece
Esha Chatterjee, Bryant University
G. Ladas, University of Rhode Island
E. P. Quinn, University of Rhode Island

Document Type

Article

Comments

Published by Taylor & Francis Ltd in Journal of Difference Equations & Applications; Volume 10, Issue 12, October 2004, pages 1119-1127.
Bryant users may access this article via Ebsco
DOI: 10.1080/10236190410001726430

Abstract

This article presents information on some open problems and conjectures about some interesting types of difference equations. Solutions to questions are asked. One of the questions posed is when can the boundedness of all solutions of a rational equation be predicted from the characteristic roots of the linearized equation about its equilibrium? It is announced that an amount of $600 will be donated to the International Society of Difference Equations, if complete solutions of the open problems and conjectures presented in this article are provided.

Recommended Citation

Camouzis, E. ; Chatterjee, Esha; Ladas, G.; and Quinn, E. P., "Open Problems and Conjectures." (2004). Mathematics Department Journal Articles. Paper 10.
http://digitalcommons.bryant.edu/math_jou/10