О классе Леви, порожденном почти абелевым квазимногообразием нильпотентных групп
Лодейщикова, В.В.;
- Publisher: Izvestiya of Altai State University
- Journal: Izvestiya of Altai State University (issn: 1561-9451, eissn: 1561-9443)
Related identifiers: - Subject:arxiv: Mathematics::Rings and Algebras
For an arbitrary class of groups M we denote by L(M) the class of all groups G in which the normal closure of every element of G belongs to M. The class L(M) is called the Levi class generated by M. A study of Levi classes should be considered as a step towards studying... View more
- References (4)
- Similar Research Results (13) 13 research results, page 1 of 2
- 1
- 2
publicationTriangular irreducibility of congruences in quasivarieties95%publicationSingly generated quasivarieties and residuated structures (2019)93%publicationMinimal quasivarieties of semilattices over commutative groups (2012)93%publicationRectangular groupoids and related structures (2013)92%publicationRelatively congruence modular quasivarieties of modules (2015)90%publicationGraph quasivarieties (2019)85%publicationLocally Finite Quasivarieties of MV-algebras (2014)85%publicationOn the Axiomatic Rank of the Quasivariety Mp2 (2017)78%publicationSemigroups embeddable in hyperplane face monoids (2012)78%publicationConvex congruences (2016)77% - Metrics
Share - Bookmark
- Download from