Titlebook: General Inequalities 3; 3rd International Co E. F. Beckenbach,Wolfgang Walter Book 1983 Springer Basel AG 1983 applied mathematics.inequali

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Two Trigonometric Designs: One-Sided Riesz Products and Littlewood Productse Littlewood-product construction. In addition, problems are listed having to do with exerting more control on drift damage, with filling in gaps in our knowledge of trigonometric designs, and with positive mass interpolation vs. the sup interpolations of the present paper.

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一回合

Identities and Inequalities via Symmetrizationand compact homogeneous manifolds. These applications occur in a variety of different disciplines of pure and applied mathematics, such as (i) classical representation theory of finite groups, (ii) practical Fourier analysis, (iii) classical harmonic analysis, (iv) approximation theory, (v) complex

一回合

https://doi.org/10.1007/978-3-031-50563-8e order-preserving functions are called Schur-convex functions. Examples of vectors ordered by majorization, and of Schur-convex functions, are given. To illustrate their usefulness, some inequalities are derived.

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Inequalities via Majorization — An Introductione order-preserving functions are called Schur-convex functions. Examples of vectors ordered by majorization, and of Schur-convex functions, are given. To illustrate their usefulness, some inequalities are derived.

冒烟

A Historical Overview of Military Disciplineanalysis in several variables, and (vi) combinatorics. In each case, the symmetrization technique reveals itself to be a simple and efficient tool to produce far-reaching identities and inequalities in a unifying manner.

CHOIR

Identities and Inequalities via Symmetrizationanalysis in several variables, and (vi) combinatorics. In each case, the symmetrization technique reveals itself to be a simple and efficient tool to produce far-reaching identities and inequalities in a unifying manner.