TL;DR
This paper introduces new integral inequalities within the calculus of time scales, providing a unified approach that bridges discrete and continuous analysis.
Contribution
It presents novel integral inequalities on time scales using elementary analytic methods, expanding the theoretical framework of the field.
Findings
Derived new integral inequalities on time scales
Unified discrete and continuous analysis approaches
Enhanced tools for dynamic equations on time scales
Abstract
In this paper, some new integral inequalities on time scales are presented by using elementarily analytic methods in calculus of time scales.
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