The question might not be as profound as Shakespeare's, but nevertheless, it is interesting. Because few people seem to be aware of quasi p-groups, we will begin with a bit of history and a definition; and then we will determine for each group of order less than 24 (and a few others) whether the group is a quasi p-group for some prime p or not. This paper is a prequel to [Hwd]. In [Hwd] we prove that (Z3 x Z3) x Z2 and Z5 x Z4 are quasi 2-groups. Those proofs now form a portion of Proposition (12.1) It should also be noted that [Hwd] may also be found in this journal.
Chris Christensen - Northern Kentucky University email@example.com
"Quasi p or not Quasi p? That is the Question,"
Rose-Hulman Undergraduate Mathematics Journal: Vol. 3
, Article 2.
Available at: https://scholar.rose-hulman.edu/rhumj/vol3/iss2/2