2026/2/4
فارسی
Amir Sahami
Academic rank:
Associate Professor
ORCID:
Education:
PhD.
H-Index:
0
Faculty:
Basic Science
ScholarId:
E-mail:
a.sahami [at] ilam.ac.ir
ScopusId:
Phone:
ResearchGate:
Home
Education
Research activities
Research interests
Research
Title
A NOTE ON ϕ-APPROXIMATE BIFLATNESS OF A SEMOGROUP ALGEBRA
Type
JournalPaper
Keywords
Semigroup algebras , phi-approximate biflatness , Amenabilit
Year
2021
Journal
Mathematical Analysis and Convex Optimization
DOI
Researchers
Amir Sahami
،
BEHROOZ OLFATIAN GILLAN
Abstract
In this note, we show that [8, Theorem 2.3] is not true. In fact, we show that ℓ1(Nmax) is a unital Banach algebra which is ϕ-pseudo amenable but it is not ϕ-approximate biflat for some ϕ 2 Hom(ℓ1(Nmax)). results.
