International Journal of Difference Equations
  • Year: 2008
  • Volume: 3
  • Issue: 1

Global attractivity for nonlinear delay dynamic equations

  • Author:
  • Douglas R. Anderson
  • Total Page Count: 15
  • Page Number: 37 to 51

Department of Mathematics and Computer Science, Concordia College, Moorhead, MN 56562, USA

AMS subject classification:

Abstract

Conditions under which solutions of a first-order nonlinear variable-delay dynamic equation go to zero at infinity are given, for arbitrary time scales that are unbounded above. In two examples, we apply our techniques to dynamic equations on isolated, unbounded time scales.