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On Innovative Conditions for Weighted Hardy‐Type Inequalities on Time Scales

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Novel characterizations of weighted hardy-type inequalities were established using nabla calculus on time scales.
Key techniques include the chain rule, minkowski's inequality, and holder's inequality to ensure results differ from classical approaches.
The examination of time scales integrates both discrete and continuous cases to enhance the understanding of inequalities.
These findings expand the application of okpoti inequality in analyzing mathematical problems within this new framework.

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This article demonstrates necessary conditions for weighted hardy-type inequalities on time scales, highlighting novel implications.

AKIN et al. (2025) studied this question.

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