Volume 4 - Issue 1 (4) | PP: 23 - 35
Language : English
DOI : https://doi.org/DOI:10.31559/glm2016.4.1.4
DOI : https://doi.org/DOI:10.31559/glm2016.4.1.4
493
31
The Fischer-Cliford Matrices and Character Table of the Split Extension Group 2^5:SL(5,2)
| Received Date | Revised Date | Accepted Date | Publication Date |
| 5/10/2017 | 15/11/2017 | 26/12/2017 | 25/3/2018 |
Abstract
The group G ̅=2^5:SL(5,2) is a maximal subgroup of the special linear group SL(6,2) of index 2016. This Group has two inertia factor groups namely, SL(5,2) and 2^4:SL(4,2) of indices 1 and 31 respectively in SL(5, 2). The aim of this paper is to construct the Fischer-Clifford matrices of G ̅, which together with the associated partial character tables of the inertia groups, are used to compute the full charter table of G ̅. There are 27 Ficsher-Clifford matrices with sizes between 1×1 and 3×3.
How To Cite This Article
, R. I. E. (2018). The Fischer-Cliford Matrices and Character Table of the Split Extension Group 2^5:SL(5,2) . General Letters in Mathematics, 4 (1), 23-35, DOI:10.31559/glm2016.4.1.4
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