Title of article
Designs from maximal subgroups and conjugacy classes of PSL(2, q), q odd
Author/Authors
Mbaale ، Xavier Department of Mathematics and Statistics - University of Zambia , Rodrigues ، Bernardo G. Department of Mathematics and Applied Mathematics - University of Pretoria , Zandi ، Seiran Farzanegan1 High School
From page
47
To page
55
Abstract
In this paper, using a method of construction of 1-designs which are not necessarily symmetric, introduced by Key and Moori, we determine a number of 1-designs with interesting parameters from the maximal subgroups and the conjugacy classes of elements of the group PSL(2,q) for q a power of an odd prime.
Keywords
Linear group , Design , conjugacy class , maximal subgroup , primitive permutation representation
Journal title
AUT Journal of Mathematics and Computing
Journal title
AUT Journal of Mathematics and Computing
Record number
2757804
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