In this paper, we derive some new fractional extensions of Hardy’s type inequalities. Thecorresponding reverse relations are also obtained by using the conformable fractional calculus fromwhich the classical integral inequalities are deduced as special cases at 𝛼=1.
Generalizations of Hardy's Type Inequalities Via Conformable Calculus
Clemente Cesarano;
2021-01-01
Abstract
In this paper, we derive some new fractional extensions of Hardy’s type inequalities. Thecorresponding reverse relations are also obtained by using the conformable fractional calculus fromwhich the classical integral inequalities are deduced as special cases at 𝛼=1.File in questo prodotto:
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