Some new inequalities involving \(\kappa \)-fractional integral for certain classes of functions and their applications (Q2179423): Difference between revisions
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Revision as of 21:16, 19 March 2024
scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Some new inequalities involving \(\kappa \)-fractional integral for certain classes of functions and their applications |
scientific article |
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Some new inequalities involving \(\kappa \)-fractional integral for certain classes of functions and their applications (English)
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12 May 2020
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Summary: In this article, we present several new inequalities involving the \(\kappa\)-fractional integral for the integrable function \(\mathcal{F}\) which satisfies one of the following conditions: (a) \(|\mathcal{F}|^q\) is preinvex for some \(q>1\); (b) \(\mathcal{F}'\) is bounded; (c) \(\mathcal{F}'\) is a Lipschitz function. As applications, we establish new inequalities for the weighted arithmetic and generalized logarithmic means.
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