Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
A common form for autotopies of n-ary groups with the inverse property
Authors: Ursu L. A.
– 0.88 Mb
Abstract
In this article it is proved that every component of an autotopy of n-IP-group is its quasiautomorphism and a common form of quasiautomorphism of such groups is also astablished.Ursu L.A. Ph.D.
departament of higher mathematica,
Technical state university,
41, Dacia str.,
Chisinau, 277028,
Moldova
departament of higher mathematica,
Technical state university,
41, Dacia str.,
Chisinau, 277028,
Moldova
Fulltext
– 0.88 Mb
Contents
- Abelian quasigroups and T-quasigroups
- One-sided T-quasigroups and irreducible balanced identities
- Transversals in groups. Elementary properties
- Sharply double transitive sets of permutations and loop transversals in S_n
- Osborn's G-loops
- Loops with universal elasticity
- On linear isotopes of cyclic groups
- A common form for autotopies of n-ary groups with the inverse property
