Duplak J.
A parastrophic equivalence in quasigroups
In this paper there are found of "lowest" representants of classes of a parastrophic
equivalence in quasigroups satisfying identities of the type
w
1[ ]
1(w
2[ ]
2 . . .
(w
n[ ]
n x)) = x ,
where [ ]
i is a parastrophe of [ ]
1 for all i
£ n
and w
1, . . . , w
n are terms in Q(·) and its parastrophes that
not contain variable x. These representants are listed for 1
< n
< 5
by a personal computer.