Artin Exponent for the Special linear group SL(2,pk) where pk = 9, 25 and 27

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Published: Dec 18, 2022
DOI: https://doi.org/10.35950/cbej.v19i80.8001

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Neeran Sabah Jassim
Ibn-Al-Haitham College of Education - University of Baghdad
Mohammed Yousif Turki
College of Education, University of Anbar.

Abstract

        In this paper we calculate the Artin exponent for the Special linear group SL(2,pk) where p is 9, 25 and 27, from the cyclic subgroups of this groups which is equal to the order of the group.

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How to Cite
Artin Exponent for the Special linear group SL(2,pk) where pk = 9, 25 and 27 . (2022). Journal of the College of Basic Education, 19(80), 683-693. https://doi.org/10.35950/cbej.v19i80.8001
Issue
Vol. 19 No. 80 (2013)
Section
pure science articles
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How to Cite

Artin Exponent for the Special linear group SL(2,pk) where pk = 9, 25 and 27 . (2022). Journal of the College of Basic Education, 19(80), 683-693. https://doi.org/10.35950/cbej.v19i80.8001