Representations Of Quantum Spatial Ageing Algebra At Root Of Unity
Snehashis Mukherjee, Sanu Bera
TL;DR
This paper studies the quantum spatial ageing algebra at roots of unity, providing a complete classification of its simple modules, advancing understanding of its algebraic structure and representation theory.
Contribution
It offers the first comprehensive classification of simple modules for the quantum spatial ageing algebra at roots of unity.
Findings
Complete classification of simple modules achieved
Enhanced understanding of algebra's representation theory
Identified structural properties at roots of unity
Abstract
In this article, the quantum spatial ageing algebra due to V. V. Bavula and T. Lu has been studied and a full classification of simple modules are given at root of unity
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Taxonomy
TopicsEducational Methods and Teacher Development · Medical and Pharmaceutic Studies · Scientific Innovation and Industrial Efficiency