Trapezoid type inequalities involving generalized riemann-liouville fractional integrals for H-convex functions on coordinates
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Abstract (EN)
Since the definition of convexity is expressed with inequality, inequalities have an important place in the Theory of Convex Functions. The question "Why Mathematical Inequalities?" was answered by Richard Bellman in 1978 as follows: "There are some reasons to study inequality. From a practical point of view, it is encountered in many studies to limit one quantity to another quantity. This is how Classical Inequalities emerged. From a theoretical point of view, all the fundamental theorems can be formed by asking very simple questions. In particular, there are many recent studies on Trapezoidal Type inequalities. However, the originality of the thesis will be ensured by adding new features to the previous academic studies with the help of Generalized Conformable Integrals, which have been used very frequently recently.
Author
Murat Yücel Ay
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How to Cite
Murat Yücel Ay (Master Thesis). Trapezoid type inequalities involving generalized riemann-liouville fractional integrals for H-convex functions on coordinates, 2025, Afyon Kocatepe University.
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