Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
A characterization of binary invertible algebras linear over a group
Contents
- A note on M-hypersystems and N-hypersystems in Gamma-semihypergroups
- One relator quotients of the Hecke group H(\sgrt{3})
- Parametrization of actions of {u,v:u^6=v^6=1}
- Classification of loops of generalized Bol-Moufang type
- A characterization of binary invertible algebras linear over a group
- Indicators of quasigroups
- On ordered fuzzy Gamma-groupoids
- Right product quasigroups and loops
- Geometry of semiabelian n-ary groups
- Transversals in loops. 2. Structural theorems
- Central r-naturally fully ordered groupoids with left identity
- On random error correcting codes based on quasigroups
- Characterizations of hemirings by interval valued fuzzy ideals
- Roughness in ternary semigroups
- Orthodox ternary semigroups
- On n-groupoids in which all transformations are endomorphisms
- Affine-regular hexagons in the parallelogram space
- A study of anti-fuzzy quasi-ideals in ordered semigroups
