Oscillation of Second Order Delay Dynamic Equations

Citation data:

Canadian Applied Math Quarterly

Publication Year:
2005

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Repository URL:
http://scholarsmine.mst.edu/math_stat_facwork/181
Author(s):
Agarwal, Ravi P.; Saker, S. H.; Bohner, Martin
Publisher(s):
Applied Mathematics Institute / University of Alberta, Canada
Tags:
Oscillation; dynamic equations; q-difference equations; time scales; Oscillation; dynamic equations; q-difference equations; time scales; Mathematics; Statistics and Probability
article description
In this paper we establish some sufficient conditions for oscillation of second order delay dynamic equations on time scales. Our results not only unify the oscillation of second order delay differential and difference equations but also are new for q-difference equations and can be applied on any time scale. We illustrate our results with many examples.