Title of article
Nearly Rational Frobenius Groups
Author/Authors
Robati, S. M Department of Pure Mathematics - Faculty of Science - Imam Khomeini International University - Qazvin, Iran
Pages
4
From page
191
To page
194
Abstract
Throughout this paper all groups are finite. A group in which all irreducible characters are rational is called rational group. In [4], Darafsheh and Sharifi
characterize all rational Frobenius groups. In [9], Norooz-Abadian and Sharifi
find the structure of Frobenius Q′ 1-groups, that is, non-rational Frobenius
groups whose non-rational irreducible characters are linear. In this paper, we
provide a different short proof of the following theorem
Farsi abstract
در اين مقاله، ساختار گروه هاي فربنيوسي را مورد بررسي قرار ميدهيم كه سرشت هاي تحويل ناپذير غيرحقيقي يا غيرگوياي آنها، خطي باشند.
Keywords
Frobenius groups , Rational groups , Real groups
Journal title
Iranian Journal of Mathematical Sciences and Informatics (IJMSI)
Serial Year
2021
Record number
2684261
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