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Logarithmic mean
Excursions in Classical Analysis Pathways to Advanced Problem Solving and Undergraduate Research
Stabilizability of the Stolarsky Mean and Its Approximation in Terms of the Power Binomial Mean
An Elementary Proof of the Mean Inequalities
Logarithmic Mean for Several Arguments
Janusz Matkowski GENERALIZATIONS OF
New Variants of Newton's Method for Nonlinear Unconstrained
A Note on Stolarsky, Arithmetic and Logarithmic Means
A Mean-Value Theorem and Its Applications ∗ Janusz Matkowski A,B
Improvements of the Hermite-Hadamard Inequality
Using Tangent Lines to Define Means
A Reverse Hölder Type Inequality for the Logarithmic Mean and Generalizations
COMPLETE MONOTONICITY of LOGARITHMIC MEAN 1. Introduction Recall
The Euler's Number and Some Means
Arxiv:Math/0305231V1 [Math.CA] 16 May 2003 (1.1) O All for Rprythat Property Hoe 1
An Inequality of Ostrowski Type Via Pompeiu's Mean
Inequalities on the Line Segment
An Extension of Stolarsky Means
A Basic Logarithmic Inequality, and the Logarithmic Mean
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Calculations Formulas Definitions
Ilhan M. Izmirli George Mason University
[email protected]
![Arxiv:Math/0305231V1 [Math.CA] 16 May 2003 (1.1) O All for Rprythat Property Hoe 1](http://data.docslib.org/img/264x/7f558952a164fa4d6bb3ac6780bf5de0.webp)
