Meta-centralizers of non locally compact group algebras
S.V. Ludkovsky

TL;DR
This paper investigates meta-centralizers in non-locally compact group algebras, establishing their representations via generalized measures and exploring their role in algebra isomorphisms.
Contribution
It introduces new theorems on the representation of meta-centralizers and examines their connection to isomorphisms of non-locally compact group algebras.
Findings
Meta-centralizers can be represented using families of generalized measures.
Theorems linking meta-centralizers to algebra isomorphisms are established.
Insights into the structure of non-locally compact group algebras are provided.
Abstract
Meta-centralizers of non-locally compact group algebras are studied. Theorems about their representations with the help of families of generalized measures are proved. Isomorphisms of group algebras are investigated in relation with meta-centralizers.
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