Steffensen Type Inequalites for Convex Functions on Borel σ -Algebra.

In the paper, we prove Steffensen type inequalities for positive finite measures by using functions which are convex in point. Further, we prove Steffensen type inequalities on Borel σ -algebra for the function of the form f / h which is convex in point. We conclude the paper by showing that these results also hold for convex functions. [ABSTRACT FROM AUTHOR]