International Journal of Analysis and Applications | 2026
Authors: Sahatsathatsana C.; Sahatsathatsana S.
DOI: 10.28924/2291-8639-24-2026-188
Journal: International Journal of Analysis and Applications
Year: 2026
Publisher: Etamaths Publishing
Document Type: Article
Open Access: All Open Access; Gold Open Access
Cited by: 0
In this paper, we employ the quantum Montgomery identity together with tools from q-calculus to derive new Ostrowski-type inequalities for uniformly convex functions. The resulting estimates involve a modulus function associated with uniform convexity. Several corollaries are obtained by considering particular choices of the parameters. In addition, the relationships between the proposed results and some existing results in the literature are briefly discussed. Numerical examples and graphical illustrations are included to support the theoretical findings. © 2026 the author(s).
Ostrowski-type inequality; quantum montgomery; uniformly convex function