On Torsion Units in Integral Group Ring of a Type of Cyclic-By Groups
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Date
2025
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Badih Ghusayni
Abstract
In this paper, using a complex representation of degree 2 of the group U12 which is given in [5] and belongs to the class of cyclic-byabelian groups [4], we investigate some parametric characteristics of normalized torsion units in integral group ring of U12 relying on the fact that all cyclic-by-abelian groups satisfy the first of Zassenhaus conjectures [4].
Description
Keywords
Group Ring, Integral Group Ring, Representation, Torsion Unit, Zassenhaus Conjecture
Turkish CoHE Thesis Center URL
WoS Q
N/A
Scopus Q
Q4
Source
International Journal of Mathematics and Computer Science
Volume
20
Issue
3
Start Page
923
End Page
935
