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General Inequalities 6

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Cover of 'General Inequalities 6'

Table of Contents

  1. Altmetric Badge
    Book Overview
  2. Altmetric Badge
    Chapter 1 István Fenyő (1917–1987) in memoriam
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    Chapter 2 Inequalities for pseudo arithmetic and geometric means
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    Chapter 3 A review of Shapiro’s cyclic inequality
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    Chapter 4 Some remarks on the Hardy inequality for higher order derivatives
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    Chapter 5 Copson’s inequalities for series and their variations
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    Chapter 6 Comparison of two variable homogeneous means
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    Chapter 7 Sharp inequalities in polynomial interpolation
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    Chapter 8 Discrete variational inequalities
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    Chapter 9 Differential inequalities for Minkowski functionals of level sets
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    Chapter 10 Some best constant inequalities for conjugate functions
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    Chapter 11 Remarks on trigonometric inequalities
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    Chapter 12 On an extremal property of nonnegative trigonometric polynomials
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    Chapter 13 On polynomial inequalities and extremal problems
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    Chapter 14 An inequality between u * and |grad u |*
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    Chapter 15 Inequalities for summability factors
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    Chapter 16 Seminorms and multiplicativity factors
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    Chapter 17 Some remarks on the Grothendieck inequality
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    Chapter 18 Solutions of a functional equation, convex of higher order
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    Chapter 19 On positive semidefinite strict t -norms
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    Chapter 20 On functional inequalities stemming from stability questions
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    Chapter 21 Interpolation inequalities and nonoscillatory differential equations
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    Chapter 22 Optimal bounds for the spectrum of a one-dimensional Schrödinger operator
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    Chapter 23 HELP integral and series inequalities
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    Chapter 24 Gewöhnliche Differentialgleichungen mit quasimonoton wachsenden rechten Seiten in geordneten Banachräumen
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    Chapter 25 Comparison theorem and its applications
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    Chapter 26 Nagumo theory without the Nagumo point
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    Chapter 27 Inequalities for the solutions of the heat equation
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    Chapter 28 An isoperimetric inequality for the first eigenvalue of the Laplacian under Robin boundary conditions
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    Chapter 29 Minimum principles for weak solutions of second order ordinary differential equations
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    Chapter 30 Uniqueness and existence for viscosity solutions of quasimonotone systems
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    Chapter 31 On some problems concerning best constants for the midpoint and trapezoidal rule
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    Chapter 32 The uncertainty inequality in quantum holography, Bohr’s indeterminacy principle, and synchronized neural networks
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    Chapter 33 Optimization and inequalities on product spaces
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    Chapter 34 A note on Henrici’s inequalities
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    Chapter 35 A note on an inequality of G. Talenti
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    Chapter 36 A simple proof for a quadratic inequality
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    Chapter 37 Notes on convex functions
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    Chapter 38 On special pairs of polygons with minimal area sum
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    Chapter 39 On the Landau-Hadamard inequality
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    Chapter 40 A lemma on the angles between a fixed line and the lines connecting a fixed point on it with the points of a convex arc
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    Chapter 41 Remarks
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    Chapter 42 A simple proof of the Minkowski inequality
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    Chapter 43 On a property of convex functions
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    Chapter 44 On a generalization of the plank problem
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    Chapter 45 Three problems
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    Chapter 46 A problem
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    Chapter 47 Problem: The Grothendieck constant K G
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    Chapter 48 A function and an associated inequality
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    Chapter 49 A problem
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    Chapter 50 A remark and problem for polynomials of several variables
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    Chapter 51 An eigenvalue problem
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    Chapter 52 A problem for harmonic mappings
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    Chapter 53 A problem
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    Chapter 54 Problem: An integral inequality by Bushell and Okrasinski
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Title
General Inequalities 6
Published by
Birkhäuser Basel, November 2013
DOI 10.1007/978-3-0348-7565-3
ISBNs
978-3-03-487567-7, 978-3-03-487565-3
Editors

Walter, Wolfgang

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