The strongly $(M,N)_h$-convex functions and Hadamard inequalities
Abstract
We define highly $(M,N)_h$-convex functions with respect to $\alpha> 0$ and discuss certain features. With the help of the idea of strongly $(M,N)_h$-convex functions, we are able to characterize inner product spaces (IPS). Finally, strongly $(M,N)_h$-convex functions are established to have Hadamard inequalities.
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MOHAMED AMINE IGHACHANE
mohamedamineighachane@gmail.com
mohamedamineighachane@gmail.com
Published
2025-11-01
Issue
Section
Research Articles
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