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On Certain Inequalities for Several Kinds of Strongly Convex Functions for q-h-Integrals
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DOI：10.3390/fractalfract7100705.png)
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Abstract
En 中文
This article investigates inequalities for certain types of strongly convex functions by applying q-h-integrals. These inequalities provide the refinements of some well-known results that hold for (alpha, m)- and ((h) over bar -m)-convex and related functions. Inequalities for q-integrals are deducible by vanishing the parameter h. Some particular cases are discussed after proving the main results.
Keywords:
q-derivative/integral
q-h-derivative/integral
convex function
strongly convex function
Hermite-Hadamard inequality
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3.3
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4.2K
Citations:
7.6K
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