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Assist. ahmed ibrahim mohammed mahmoud abosaied :: Publications:

Title:
Some New Dynamic Inequalities Involving Monotonic Functions on Time Scales
Authors: S. H. Saker, E. Awwad and A. Saied
Year: 2019
Keywords: Not Available
Journal: Journal of Function Spaces
Volume: 2019
Issue: Not Available
Pages: 11
Publisher: Not Available
Local/International: Local
Paper Link: Not Available
Full paper ahmed ibrahim mohammed mahmoud abosaied_Some New Dynamic Inequalities Involving Monotonic.pdf
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.

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