25 nov 2013 · Minkowski's inequality gives us equality iff the triangular inequality is an equality almost everywhere and Hölder's inequality is an equality.
In mathematical analysis, the Minkowski inequality establishes that the L p spaces are normed vector spaces.
24 feb 2011 · Abstract. This article describes a new proof of the equality condition for the Brunn-Minkowski inequality. The Brunn-Minkowski Theorem asserts ...
25 sept 2019 · Summarizing, we find that equality in Minkowski's inequality is achieved if and only if au = bv for some non-negative real scalars a and b, not ...
16 ene 2024 · Minkowski's inequality is called the triangle inequality. Minkowski's inequality can be generalized in various ways (also called Minkowski inequalities).
This will be done by reviewing the proof of Minkowski's inequality and determining what must be true if each of the inequalities in it is actually an equality.
20 jul 2012 · A pair of subsets of Euclidean space which nearly achieves equality in the Brunn-Minkowski inequality must nearly coincide with a pair of ...
17 sept 2021 · We show that the theorem of Teissier, Rees and Sharp, and Katz, characterizing equality in the Minkowski inequality for multiplicities of ideals, is true for ...
19 jul 2021 · Comments1 · Verifying that the p norm is a norm or Proof of Minkowski's Inequality (Lesson 9 ...
Duración: 7:54
Publicado: 19 jul 2021
Duración: 7:54
Publicado: 19 jul 2021
12 ene 2006 · Equality holds in Minkowski's Inequality when the two numbers being compared have the same value, or when one of the numbers is zero. This can ...