Functional Train Algebras of Rank ≤ 3
-
Published:2024-07-24
Issue:
Volume:
Page:2668-2679
-
ISSN:2705-1056
-
Container-title:Contemporary Mathematics
-
language:
-
Short-container-title:Contemp. Math.
Author:
Bayara JosephORCID,
Coulibaly SiakaORCID
Abstract
In this paper we show that every baric algebra satisfying a functional train identity of rank ≤ 3 and admitting an idempotent is a special train algebra. The functional train equation of train algebras of rank 3 is given. Some examples are also given.
Publisher
Universal Wiser Publisher Pte. Ltd