New results on some new fejer-type inequalities summary

This thesis is related to making the new type of Hermite-Hadamard-Fejér inequalities by the light of inequalities that are acquired by convex functions. At the first section theory of inequality, history of the convex system, introductory information of the study of convexity are presented. At the second section, basic concepts which are required for this thesis, descriptions, theorems are given and relations of the class of functions are conveyed by the support of literature research. At the third section, theorems which contain classic inequalities, proofs and some inequalities which are the base of this thesis are given. At the fourth section, new inequalities of Hermite-Hadamard-Fejér type are included. Finally it is shown that acquired inequalities match with the literature.