Results 71 to 80 of about 177,016 (186)
Operator inequalities via the triangle inequality
This article improves the triangle inequality for complex numbers, using the Hermite-Hadamard inequality for convex functions. Then, applications of the obtained refinement are presented to include some operator inequalities. The operator applications include numerical radius inequalities and operator mean inequalities.
Sababheh, Mohammad +2 more
openaire +2 more sources
The triangle inequality for graded real vector spaces of length 5
In this paper, we prove that a natural candidate for a homogeneous norm on a graded Lie algebra of length 5 satisfies the triangle inequality which answers Moskowitz's ...
Sriwongsa, Songpon, Wiboonton, Keng
core
The local triangle axiom in topology and domain theory
We introduce a general notion of distance in weakly separated topological spaces. Our approach differs from existing ones since we do not assume the reflexivity axiom in general.
Pawel Waszkiewicz
doaj +1 more source
Some reverses of the continuous triangle inequality for Bochner integral of vector-valued functions in complex Hilbert spaces are given.
Dragomir, Sever Silvestru
core +7 more sources
In 2016 Prof. Fozi M. Dannan from Damascus, Syria, proposed an interesting inequality for three positive numbers with unit product. It became widely known but was not proved yet in spite of elementary formulation.
F. M. Dannan, S. M. Sitnik
doaj +1 more source
A New Approach to Fuzzy Metric Spaces and Their Similarity-Based Construction
We introduce a space of functions which can be interpreted as a similarity-based approach to fuzzy metric spaces. The triangle inequality we propose is defined by means of a fuzzy ordering.
Gültekin Soylu, Mutlu Güloğlu
doaj +1 more source
FST and the triangle inequality for biallelic markers. [PDF]
Arbisser IM, Rosenberg NA.
europepmc +1 more source
Split rank of triangle and quadrilateral inequalities [PDF]
A simple relaxation of two rows of a simplex tableau is a mixed integer set consisting of two equations with two free integer variables and non-negative continuous variables. Recently Andersen et al.
DEY, Santanu S., LOUVEAUX, Quentin
core
A Computational Approach to the Perimeter-Area Inequality in a Triangle
This paper explores the application of automated reasoning tools, specifically those implemented in GeoGebra Discovery, to the perimeter-area inequality in triangles.
Tomás Recio +2 more
doaj +1 more source

