2026/2/4
Amir Sahami

Amir Sahami

Academic rank: Associate Professor
ORCID:
Education: PhD.
H-Index: 0
Faculty: Basic Science
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E-mail: a.sahami [at] ilam.ac.ir
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Research

Title
A^{**}-biprojectivity of Banach algebras based on maximal ideal space
Type
JournalPaper
Keywords
Banachalgebra, φ-∗∗-biprojective, φ-inneramenable, Groupalgebra, Measurealgebra
Year
2025
Journal measure algebra and its application
DOI
Researchers Amir Sahami ، mehdi rostami

Abstract

In thispaper,wecontinue thestudyof ∗∗biprojectivityofBanachalgebras,was introducedin[19],andtherelationbetweenthisnew notionandφ-amenabilityofBanachalgebras isinvestigated. ∗∗-biprojectivityofSegalalgebrasandlower triangularmatrixalgebrasis studied. Also,we introduce thenotionofφ∗∗-biprojectivityofBanachalgebras. Some examples indicate that this notion isweaker than ∗∗-biprojectivity.Weobtaintherelation betweenthisnotionandφ-amenabilityandφinneramenability. Finally,weinvestigatethis newnotiononcertainBanachalgebrassuchas groupalgebras,measurealgebras, and lower triangularBanachalgebras.