Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Isomorphism of quasigroups isotopic to groups
Authors: Izbaş Vladimir
– 0.32 Mb
Abstract
In this note quasigroups isotopic to groups are considered. The necessary and sufficient conditions for two quasigroups isotopic to the same group to be isomorphic are found. The form of isomorphism of two quasigroup isotopic to the same group and the form of automorhpism of a group isotope are given. For a T-quasigroup with an idempotent the group of automorphisms is described.Izbaş V.I. Ph.D.
departament of quasigroup theory,
Imstitute of Mathematics,
Academy of Sciences of Moldova,
5, Academiei str.,
Chisinau, 277028,
Moldova
departament of quasigroup theory,
Imstitute of Mathematics,
Academy of Sciences of Moldova,
5, Academiei str.,
Chisinau, 277028,
Moldova
Fulltext
– 0.32 Mb
Contents
- The 70th anniversary of V.D.Belousov
- About some algebraic systems related with projective planes
- Isomorphism of quasigroups isotopic to groups
- Linear isotopies of small order groups
- Sharply 2-transitive permutation groups
- On superassociative group isotropies
- The interpretation and equivalence of the variety of n-groups
- On distributive n-ary groups
