Some Ostrowski type inequalities via $ n $-polynomial exponentially $ s $-convex functions and their applications
Convexity
DOI:
10.3934/math.2021768
Publication Date:
2021-09-16T07:21:15Z
AUTHORS (12)
ABSTRACT
<abstract><p>This paper deals with introducing and investigating a new convex mapping namely, $ n $-polynomial exponentially s $-convex. Here, we present some algebraic properties logical examples to validate the theory of newly introduced convexity. Some novel adaptations well-known Hermite-Hadamard Ostrowski type inequalities for this function have been established. Additionally, special cases established results are derived as well. Finally, applications limits means positive real numbers given. These outcomes yield few generalizations earlier already published in literature.</p></abstract>
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