Hardy-type inequalities and the associated operators form a cornerstone of modern analysis, providing robust methods to estimate function norms through integral inequalities. These results are not ...

Hilbert-type integral inequalities form an essential class of inequalities in mathematical analysis that originate from the classical inequality introduced by David Hilbert. These inequalities have ...

The inequality will be solved when \({m}\) is isolated on one side of the inequality. This can be done by using inverse operations on each stage of the sum. The final answer is ...

Often in real life we find ourselves in situations that can be represented mathematically by inequalities. For example, if we want to take a taxi, we may find that the charge is £1.50 standard charge ...