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    SOME SIMPSON TYPE INTEGRAL INEQUALITIES FOR s-GEOMETRICALLY CONVEX FUNCTIONS WITH APPLICATIONS
    (Univ Studi Catania, Dipt Matematica, 2014) Kavurmaci-Onalan, Havva; Tunc, Mevlut
    In this paper, we establish some new Simpson type integral inequalities by using s- geometrically convex function which is given below as f(x(lambda) y(1-lambda) )<=[f (x)](lambda s) [f (y)] ((1-lambda)s) where f : I subset of R+-> R+ for some fixed s is an element of(0;1]; x; y is an element of I and lambda is an element of[0,1]. Also we get some applications for special means for positive numbers.