Generalization of some integral inequalities for lipschitz functions

This thesis is about getting for Lipschitz functions of some inequalities that are obtained for GA-convex functions. At first, some basic definitions and theorems related to convexity, GA-convexity and Lipschitz functions, fractional integral inequalities and important inequalities are given. Then, some results in the literature for Lipschitz functions of Hadamard type inequalities obtained for convex and GAconvex functions are given. In research findings section of thesis, we have new inequalities for Lipschitz functions by means of inequalities which are used for GAconvex functions. Finally, some special means applications of these inequalities are given.