Weak closure and Oliver's p-group conjecture
arXiv:1112.2279 · doi:10.1007/s11856-013-0010-2
Abstract
To date almost all verifications of Oliver's p-group conjecture have proceeded by verifying a stronger conjecture about weakly closed quadratic subgroups. We construct a group of order 3^n for n = 49 which refutes the weakly closed conjecture but satisfies Oliver's conjecture.
9 pages