Recent Progress in Inequalities

Life and Inequalities: D. S. Mitrinovi? (1908–1995).- Publications of D. S. Mitrinovi?.- Invited Papers.- Complex Polynomials and Maximal Ranges: Background and Applications.- Exact Classical Polynomial Inequalities in Hp for 0 ? p ? ?.- Vietoris’s Inequalities and Hypergeometric Series.- Inequalities for Norms of Intermediate Derivatives and Some Their Applications.- Table of Inequalities in Elliptic Boundary Value Problems.- A Catalogue of Help and Help-type Integral and Series Inequalities.- Remarks of the Jackson and Whitney Constants.- On the Application of the Peano Representation of Linear Functionals in Numerical Analysis.- Inequalities Due to T. S. Nanjundiah.- Marcinkiewicz-Zygmund Inequalities: Methods and Results.- Shapiro’s Inequality.- Bernstein Type Inequalities for Rational Functions With Prescribed Poles.- Some Generalisations and Refinements of the Hardy Inequality.- Discrete Inequalities of Wirtinger’s Type.- Convexity Properties of Special Functions and Their Zeros.- Inequalities in Circular Arithmetic: A Survey.- Properties of Isometries and Approximate Isometries.- Inequalities for the Zeros of an Orthogonal Expansion of a Polynomial.- Error Inequalities for Discrete Hermite and Spline Interpolation.- Contributed Papers.- An Inequality Concerning Symmetric Functions and Some Applications.- A Note on the Second Largest Eigenvalue of Star-like Trees.- Refinements of Ostrowski’s and Fan-Todd’s Inequalities.- On the Stability of the Quadratic Functional Equation and Related Topics.- A Dirichlet-type Integral Inequality.- On the Hyers-Ulam-Rassias Stability of Mappings.- Functions With Quasiconvex Derivatives.- Local Approximation by Quasi-polynomials.- Logarithmic Concavity of Distribution Functions.- Sharpening of CauchyInequality.- A Note on the Least Constant in Landau Inequality on a Finite Interval.- Some Inequalities Involving Harmonic Numbers.- Inequalities for Polynomials in L0 Norm.- Some Inequalities for Altitudes and Other Elements of Triangle.- Author Index.