Inequality Theory & Applications: Volume 2

Contents: Preface; Aczél's Inequality, Superadditivity and Horistology; Some Inequalities for the Integral Mean of Hölder Continuous Functions Defined on Disks in a Plane; Ostrowski Type Inequalities for Functions whose Modulus of the Derivatives are Convex and Applications; Generalised Taylor's Formula with Estimates of the Remainder; Three-Point Rules and Applications for Absolutely Continuous Functions; On Parallelogram Law and Bohr's Inequality in n-Inner Product Spaces; An Integral Inequality Related to the Ostrowski Result and Applications; On Some Variants of Jensen's Inequality; Proofs of Wilker's Inequalities Involving Trigonometric Functions; Some Osrowski Type Inequalities for Double Integrals if Functions whose Partial Derivatives Satisfy Certain Convexity Properties; On the Mappings of Conservative Distances; A New Analogue Gauss' Functional Equations and Characterizations of Integral Mean Values; Moments Inequalities of a Random Variable Defined over a Finite Interval; On Norm Inequalities of Operators in Hilbert Space; A Continuity Property of Parametric Projections; Stability of Quadratic Functional Equations in Banach Modules; Geometric Means, Index Mappings and Supermultiplicativity; Romania; Index.