Urs Wagner

  1. A Note on the Weighted Harmonic-Geometric-Arithmetic Means Inequalities.

    Authors: Gerard Maze, Urs Wagner
    Subjects: Classical Analysis and ODEs
    Abstract

    In this note, we derive non trivial sharp bounds related to the weighted
    Harmonic-Geometric-Arithmetic Means Inequalities, when two out of the three
    terms are known. As application, we explicit a bound of the trace of the
    inverse of a symmetric positive definite matrix and an inequality related to
    the coefficient of polynomials with positive roots.

  2. A Note on the Weighted Harmonic-Geometric-Arithmetic Means Inequalities.

    Authors: Gerard Maze, Urs Wagner
    Subjects: Classical Analysis and ODEs
    Abstract

    In this note, we derive non trivial sharp bounds related to the weighted
    Harmonic-Geometric-Arithmetic Means Inequalities, when two out of the three
    terms are known. As application, we explicit a bound of the trace of the
    inverse of a symmetric positive definite matrix and an inequality related to
    the coefficient of polynomials with positive roots.

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