Speaker:  Zack Kenz, Concordia College 

Title: Global Asymptotic Behavior for Delay Dynamic Equations

Abstract: A brief introduction of delay dynamic equations on timescales is provided. 
Then, conditions are given under which the trivial solution of a first-order nonlinear 
variable-delay dynamic equation is asymptotically stable, for arbitrary time scales 
that are unbounded above. Comparisons with more familiar discrete and continuous cases 
are given to demonstrate the motivation for concepts in generalized time scales.