Quantum calculus on finite intervals and quantum integral inequalities for convex functions
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Abstract (EN)
This master's thesis study consists of a detailed study of the expression of the q-analogues of some inequalities such as Hölder, Hermite-Hadamard, Trapezoid, Ostrowski, etc. in quantum analysis, which exist in the literature, and the convex function defined on a finite interval in classical analysis (Newtonian Analysis). Keywords: Convex function; Hölder, Hermite-Hadamard, Trapezoid, Ostrowski inequality; Quantum analysis, q-analogies.
Author
Müge Günaçtı
How to Cite
Müge Günaçtı (Master Thesis). Quantum calculus on finite intervals and quantum integral inequalities for convex functions, 2025, Ordu University.
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