Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Quasigroup power sets and cyclic S-systems
Authors: Beliavscaia Galina
– 0.24 Mb
Abstract
We give new constructions of power sets of quasigroups (latin squares) based on pairwise balanced block designs and complete cyclic S-systems of quasigroups.Belyavskaya G. B.
Institute of Mathematics and Computer Science,
Academy of Sciences of Moldova,
str. Academiei 5
MD-2028 Chishinau
Moldova
Institute of Mathematics and Computer Science,
Academy of Sciences of Moldova,
str. Academiei 5
MD-2028 Chishinau
Moldova
Fulltext
– 0.24 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
