(1/2; 1)-convex function. Part 2.
This article studies the (1/2;1) -convex functions properties. Especially the paper describes that within the (1/2;1)-convexity interspace this functions are continuous. Classical Hermite-Hadamard inequality analogue for the convex and concave functions on the segment are introduced. Besides for discussed functions Jensen’s inequality and his analogue are proved.