General Inequalities 5

Table of Contents

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   Book Overview
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   Chapter 1 De Branges’ Proof of the Bieberbach Conjecture
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   Chapter 2 Tauberian Theorems, Convolutions and Some Results of D.C. Russell
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   Chapter 3 On a Hardy-Littlewood Type Integral Inequality with a Monotonic Weight Function
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   Chapter 4 Contributions to Inequalities II
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   Chapter 5 On Some Discrete Quadratic Inequalities
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   Chapter 6 Some Inequalities for Geometric Means
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   Chapter 7 Estimation of an Integral
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   Chapter 8 Tauberian-Type Results for Convolution of Sequences
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    Chapter 9 Weighted Inequalities for Maximal Functions in Spaces of Homogeneous Type With Applications to Non-Isotropic Fractional Integrals
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    Chapter 10 Some Inequalities Concerning Convolutions of Kernel Functions
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    Chapter 11 Inequalities for Some Special Functions and their Zeros
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    Chapter 12 Uniqueness Inequality and Best Harmonic L 1 -Approximation
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    Chapter 13 On the Structure of (s,t)-Convex Functions
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    Chapter 14 Moments of Convex and Monotone Functions
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    Chapter 15 An Even Order Search Problem
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    Chapter 16 Positivity in Absolute Summability
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    Chapter 17 Fourier Inequalities With A p -Weights
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    Chapter 18 Experimenting with Operator Inequalities using APL
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    Chapter 19 P-Estimates for Ultraproducts of Banach Lattices and Reflexivity
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    Chapter 20 On the Stability of a Functional Equation Arising in Probabilistic Normed Spaces
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    Chapter 21 Some Iterative Functional Inequalities and Schröder’s Equation
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    Chapter 22 On an Inequality of P.W. Cholewa
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    Chapter 23 Subadditive Multifunctions and Hyers-Ulam Stability
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    Chapter 24 Bemerkungen zu Einem Existenz- und Eindeutigkeitsproblem von W. Walter aus dem Gebiet der Differenzengleichungen
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    Chapter 25 Linear and Nonlinear Discrete Inequalities in n Independent Variables
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    Chapter 26 Extremal Problems for Eigenvalues of the Sturm-Liouville Type
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    Chapter 27 The Help Inequality in the Regular Case
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    Chapter 28 On Estimating Eigenvalues of a Second Order Linear Differential Operator
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    Chapter 29 Landau’s Inequality for the Differential and Difference Operators
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    Chapter 30 Ein Existenzsatz für Gewöhnliche Differentialgleichungen in Geordneten Banachräumen
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    Chapter 31 Optimal Bounds for the Critical Value in a Semilinear Boundary Value Problem on a Surface
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    Chapter 32 Some Inequalities of Sobolev Type on Two-Dimensional Spheres
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    Chapter 33 Entropies, Generalized Entropies, Inequalities, and the Maximum Entropy Principle
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    Chapter 34 Inequalities and Mathematical Programming, III
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    Chapter 35 Functions Generating Schur-Convex Sums
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    Chapter 36 How to Make Fair Decisions?
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    Chapter 37 On The τ T -Product of Symmetric and Subsymmetric Distribution Functions
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    Chapter 38 The Behaviour of Comprehensive Classes of Means Under Equal Increments of Their Variables
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    Chapter 39 A Problem Concerning Some Metrics
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    Chapter 40 Three Problems
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    Chapter 41 Problems on Landau’s Inequality
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    Chapter 42 A Generalization of Young’s Inequality
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    Chapter 43 On Packings of Congruent Balls in the Unit Ball