Approximate amenability of Segal algebras II
Mahmood Alaghmandan
TL;DR
This paper proves that all proper Segal algebras of SIN groups lack approximate amenability, contributing to the understanding of the algebraic properties of Segal algebras in harmonic analysis.
Contribution
It establishes a non-approximate amenability result for proper Segal algebras on SIN groups, extending previous knowledge in the field.
Findings
Proper Segal algebras of SIN groups are not approximately amenable
The result applies to all proper Segal algebras in this class
Advances understanding of algebraic properties in harmonic analysis
Abstract
We prove that every proper Segal algebra of a SIN group is not approximately amenable.
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