Novel Hardy-Type Inequalities Involving Delta Conformable Calculus on Arbitrary Time Scales

This article extends previous findings by obtaining a novel class of Hardy-type dynamic inequalities involving delta conformable calculus on time scales. In addition to enhancing on certain results obtained under less general assumptions, our findings contain several outcomes that have been confirmed in published research and are therefore interpreted as limited cases. The integration by parts calculation, the chain rule on delta conformable calculus time scales, and the Hölder inequality serve as demonstrations of our main findings.