RO EN
Incidence systems over groups that can be supplemented
Authors: Cuzneţov Eugeniu
– 0.22 Mb
Abstract
In the present article incidence systems over groups, which can be supplemented up to the projective planes by two lines, are studied. All such groups and projective planes are describedCuzneţov E.A. Ph.D.
Department of Quasigroup Theory,
Institute of Mathematics and Informatics,
Academy of Sciences of Republic of Moldova,
Str. Academiei 5,
MD-2028 Chishinau,
Moldova.
E-mail:
Department of Quasigroup Theory,
Institute of Mathematics and Informatics,
Academy of Sciences of Republic of Moldova,
Str. Academiei 5,
MD-2028 Chishinau,
Moldova.
E-mail:
Fulltext
– 0.22 Mb
Contents
- Centrally isotopic quasigroups
- Some results on the up to fourth lenght balanced identities
- Incidence systems over groups that can be supplemented
- Invertible elements in associates and semigroups 1
- Symmetric n-loops with the inverse property
- Fuzzy subquasigroups
- On automorphisms of the cartesian squares of a groupoid
