Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
The topological quasigroups with multiple identities
Authors: Choban M. M., Kiriyak L. L.
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Abstract
In this article we describe the topological quasigroups with (n;m)-identities, which are obtained by using isotopies of topological groups. Such quasigroups are called the (n;m)- homogeneous quasigroups. Our main goal is to extend some affirmations of the theory of topological groups on the class of topological (n;m)-homogeneous quasigroups.Choban M. M.,
Kiriyak L. L.
Department of Mathematics
Tiraspol State University
str. Iablocichin 5
MD-2069 Chisinau
Moldova
E-mail: (M.M.Choban)
E-mail: (L.L.Kiriyak)
Kiriyak L. L.
Department of Mathematics
Tiraspol State University
str. Iablocichin 5
MD-2069 Chisinau
Moldova
E-mail: (M.M.Choban)
E-mail: (L.L.Kiriyak)
Fulltext
– 0.22 Mb
Contents
- Quasigroup power sets and cyclic S-systems
- The topological quasigroups with multiple identities
- Product of the symmetric group with the alternating group on seven letters
- Rough set theory applied to BCI-algebras
- A note on the Akivis algebra of a smooth hyporeductive loop
- A note on trimedial quasigroups
- Transversals in groups. 4. Derivation construction
- Dual positive implicative hyper K-ideals of type 3
