New Trends in Inequality Theory and Convex Analysis with the Effects of Fractional Calculus


Fractional analysis makes important contributions to inequality theory and convex analysis, as well as to many areas of mathematics. The new ideas and mathematical methods that emerged with the effects of fractional analysis in applied sciences have also brought a new momentum to the field of inequality theory by being used in mathematical analysis. The prominent motivating idea in this talk is to discuss the methodological methods of obtaining new and general form integral inequalities with the help of fractional integral operators with strong kernel structure and to emphasize the importance of the findings brought to the field of inequality theory.
In addition, some open problems will be included by considering some predictions about the future of the study area.

Prof. Dr. Ahmet Ocak AKDEMİR
Ağrı İbrahim Çeçen University, Faculty of Science and Letters,
Department of Mathematics, 04100, Ağrı-TURKEY

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