Strongly convex squared norms

Abstract

Normed spaces for which the squared norm is strongly conves are intensively studied in literature. This note is motivated by the fact that a strongly convex squared norm plays a role in quantitative Korovkin approximation. We are concerned especially with the strong convexity of ∥ · ∥2 p on R 2 , 1 < p < 2.

Acu A., Rasa I., Şteopoaie A. E. (2023) "Strongly convex squared norms " Dolomites Research Notes on Approximation, 16(2), 23-23. DOI: 10.14658/PUPJ-DRNA-2023-2-3  
Year of Publication
2023
Journal
Dolomites Research Notes on Approximation
Volume
16
Issue Number
2
Start Page
23
Last Page
23
Date Published
01/2023
ISSN Number
2035-6803
Serial Article Number
3
DOI
10.14658/PUPJ-DRNA-2023-2-3
Issue
Section
SpecialIssue