Eşitsizlik teorisi, matematiksel analizin merkezi alanlarından biri olarak kabul edilmiş ve birçok bilimsel alanda giderek artan uygulamalarla hızla büyüyen bir disiplin haline gelmiştir. Son yıllarda bu konu birçok ...

Bu tezde diferansiyellenebilir konveks fonksiyonlar için yeni kesirli integral eşitsizlikleri verildi. Çalışmanın ilk bölümünde, konveks fonksiyonların tarihi gelişimi, kesirli integrallerin tarihi gelişimi ve literatür ...

In this paper, we give a new concept which is a generalization of the concepts quasi-convexity and harmonically quasi-convexity and establish a new identity. A consequence of the identity is that we obtain some new general ...

Real physics and some technical issues describing with semi-Markov random process. We would like to describe one type of semi-Markov random process in introducing paper. The first passage of the zero level of this process ...

The aim of this study is to establish some new Jensen and Lazhar type inequalities for p-convex function that is a generalization of convex and harmonic convex functions. The results obtained here are reduced to the results ...

In the paper, we introduce the class of trigonometrically convex functions and using the Holder, Holder-Iscan, Power-mean and Improved power-mean integral inequality together with an identity we establish some new inequalities ...

In this study, we obtained the Hermite-Hadamard integral inequality for M phi A-P-function. Then we gave a new identity for M phi A-P-function and using these identity, we obtained the theorems and the results.