We investigate the existence of \(3\)-designs and uniform large sets of \(3\)-designs with block size \(6\) admitting \(\text{PSL}(2, 2^n)\) as an automorphism group.
Citation
G.R. Omidi. \(3\)-Designs and Large Sets of \(PSL(2,2^n)\) with Block Sizes \(6\)[J], Ars Combinatoria, Volume 094. 3-11. .
