engleski

Weighted Steffensen's inequality

Since its invention in 1918, Steffensen’s inequality is generalized in numerous directions under various settings. This book collects its most recent advances in generalizations. Under the vast diversities, in this book, Steffensen’s inequality is connected with the following notions: convex functions, higher order convexity, exponential convexity, h−convex functions, interpolating polynomials, measure theoretic aspects, weighted Bellman-Steffensen type inequalities, Gauss type inequalities , Holder type inequalities...

Steffensen's inequality ; convex functions ; higher order convexity ; exponential convexity ; interpolating polynomials ; measure theoretic aspects

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