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Minkowski–Bellman inequality and equation

Automatica, 2021
Abstract This note introduces, and studies, the Minkowski–Bellman inequality and equation. The necessary and sufficient conditions for the characterization and existence of Minkowski functions that satisfy the Minkowski–Bellman inequality, and for the characterization and existence of the unique Minkowski function that satisfies the Minkowski–Bellman
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An Improvement of Minkowski’s Inequality for Sums

Advanced Materials Research, 2014
In the paper, we establish an improvement of Minkowski inequality for sums. Its reverse version is also given.).
Guang Sheng Chen, Hui Yu Tang
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The Orlicz Brunn–Minkowski Inequality for the Projection Body

Journal of Geometric Analysis, 2020
Du Zou, Ge Xiong
semanticscholar   +1 more source

Inequalities of Minkowski type

Real analysis exchange, 1994
Let f be a real nonnegative, nondecreasing function defined on segment a, b, and x_i are nonnegative nondecreasing functions with continuous first derivative. If p>1, then (\int_a^b (\sum_{; ; i=1}; ; ^n x_i^p(t))'f(t)dt)^{; ; 1/p}; ; \geq \sum_{; ; i=1}; ; ^n (\int_a^b (x_i^p(t))'f(t)dt)^{; ; 1/p}; ; .
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Hölder’s Inequality, Minkowski’s Inequality and Their Variants

2012
In this chapter we’ll introduce two very useful inequalities with broad practical usage: Holder’s inequality and Minkowski’s inequality. We’ll also present few variants of these inequalities. For that purpose we will firstly introduce the following theorem.
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Digital finance and sustainable development: Evidence from environmental inequality in China

Business Strategy and the Environment, 2022
Guoxiang Li, Rong Zhang
exaly  

Fubini theorem and generalized Minkowski inequality for the pseudo-integral

International Journal of Approximate Reasoning, 2020
Deli Zhang, E. Pap
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A simple proof of the Minkowski inequality

1992
The most common proof of the Minkowski inequality is via the Holder inequality. Here is a short direct proof.
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