Some new integral inequalities multiplicatively harmonic p-functions

In this thesis, a new function class called multiplicative harmonic P-function is defined. Some new Hermite-Hadamard type inequalities are given. History of convex functions, place for input information about convexity. In the second part, basic concepts, definitions, theorems are given for the theoretical foundations of the thesis and also the relation between convex function classes is supported by the literature study. In the fourth chapter, with the definition of a new function class named multiplicative harmonic P-function, the relation of the function class with the literature is given, some algebraic properties of this class of functions are examined, and then Hermite-Hadamard type for the class of multiplicate harmonic P-functions with the help of identity in the literature. some new inequalities have been achieved.