Title of article :
Symmetric 1-designs from PSL2(q), for q a power of an odd prime
Author/Authors :
Mbaale, Xavier School of Mathematics - Statistics and Computer Science - University of KwaZulu-Natal, Durban 4000 South Africa , Rodrigues, Bernardo G Department of Mathematics and Applied Mathematics University of Pretoria Hatfield 0028
Abstract :
By using a method described by Key and Moori in the literature, we construct all primitive symmetric 1-designs that admit G as a permutation group of automorphisms.
Keywords :
1-design , symmetric designs , primitive design , projective special linear group
