Midpoint type inequalities for S-convex function in coordinaties

The thesis has a structure with six main chapters. In the first chapter, integral the basic definitions and theorems about inequalities, as well as the historical process of the theory. is focused on. In the next section, the concept of convex function is introduced and different basic definitions and characteristics of their versions are given. In the third section, a utilizing the concept of convexity in coordinates defined in the previous section The basic properties of the obtained Midpoint type inequalities are presented. These properties are forms the basis of this thesis. In the fourth chapter, using the properties of the inequalities given in the previous chapter, New integral inequalities for s-convex functions in coordinates are obtained. The fifth chapter contains the conclusion about our thesis. In the last chapter, we present The sources that form the basis of the study are listed.