@article {
author = {Shokri, Abbasali},
title = {Certain dense subalgebras of continuous vector-valued operator algebras},
journal = {Mathematical Analysis and its Contemporary Applications},
volume = {2},
number = {1},
pages = {28-34},
year = {2020},
publisher = {Research & Science Group Ltd},
issn = {2716-9898},
eissn = {2716-9898},
doi = {10.30495/maca.2020.679855},
abstract = {Let X be a compact metric space with at least two elements, B be a unital commutative Banach algebra over the scalar field F=R or C, and α in R with 0<α≤1. Suppose that C(X,B) be the continuous, A(X,B) be the analytic, and Lipα(X,B) be the α-Lipschitz B-valued operator algebras on X. In this paper, we prove that the algebras Lip α(X,B) and A(X,B) are dense in C(X,B) under sup-norm. Also, we study the relationship between elements of the algebras Lip α(X,B) and A(X,B).},
keywords = {},
url = {https://www.macajournal.com/article_679855.html},
eprint = {https://www.macajournal.com/article_679855_52bad764f50e390f61cd63b662ef82a5.pdf}
}