Staff Members - Benha University
Some New Dynamic Inequalities Involving Monotonic Functions on Time Scales
Journal of Function Spaces • 2019
Publication Information
Authors
S. H. Saker, E. Awwad and A. Saied
Keywords
Not Available
Journal
Journal of Function Spaces
Publisher
Not Available
Volume
2019
Issue
Not Available
Pages
11
publication.type
Local
Paper Link
Not Available
Supplementary Materials
Not Available
Abstract
In this paper, we prove some new dynamic inequalities involving �− monotonic functions on time scales. Te main results will be
proved by employing H¨ older’s inequality, integration by parts, and a chain rule on time scales. As a special case when T = R, our
results contain the continuous inequalities proved by Heinig, Maligranda, Peˇ cari´c, Peri´ c, and Persson and when T = N, the results
to the best of the authors’ knowledge are essentially new.
proved by employing H¨ older’s inequality, integration by parts, and a chain rule on time scales. As a special case when T = R, our
results contain the continuous inequalities proved by Heinig, Maligranda, Peˇ cari´c, Peri´ c, and Persson and when T = N, the results
to the best of the authors’ knowledge are essentially new.