  By a result of Sharma, right Bol quasigroups are obtainable from right Bol
loops via an involutive automorphism. We prove that the class of AG-groups,
introduced by Kamran, is obtained via the same construction from abelian
groups. We further introduce a new class of Bol* quasigroups, which turns out
to correspond, as above, to the class of groups.
  Sharma's correspondence allows an efficient implementation and we present
some enumeration results for the above three classes.
