Algorithms for checking if a medial ternary quasigroup has a set of
six triple-wise orthogonal principal parastrophes and a set of six triple-wise strongly
orthogonal principal parastrophes are found. It is proved that n-ary strongly self-
orthogonal linear (including medial) quasigroups do not exist when n > 3.
Description:
Стаття у науковому виданні BULETINUL ACADEMIEI DE S»TIINT»E
A REPUBLICII MOLDOVA. MATEMATICA
Number 3(100), 2022, Pages 41{55
ISSN 1024{7696, E-ISSN 2587{4322
