I. Raievska

collaborators

3 papers

math.GR2023

Groups of the nilpotency class $3$ of order $p^{4}$ as additive groups of local nearrings

Iryna Raievska, Maryna Raievska

We consider groups of the nilpotency class $3$ of order $p^{4}$ which are the additive groups of local nearrings. It was shown that, for $p > 3$ , there exist a local nearring on one of…

math.RA2023

Groups of the nilpotency class $2$ of order $p^{4}$ as additive groups of local nearrings

Iryna Raievska, Maryna Raievska

We consider groups of the nilpotency class $2$ of order $p^{4}$ which are the additive groups of local nearrings. It was shown that, for odd p, out of 6 of such groups 4 of them are…

math.RA2019

Local nearrings on finite non-abelian $2$ -generated $p$ -groups

Iryna Iu. Raievska, Maryna Iu. Raievska

Finite non-abelian non-metacyclic $2$ -generated $p$ -groups ( $p > 2$ ) of nilpotency class $2$ with cyclic commutator subgroup which are the additive groups of local nearrings are de…

Groups of the nilpotency class 3 of order p4 as additive groups of local nearrings

Groups of the nilpotency class 2 of order p4 as additive groups of local nearrings

Local nearrings on finite non-abelian 2-generated p-groups

Groups of the nilpotency class $3$ of order $p^{4}$ as additive groups of local nearrings

Groups of the nilpotency class $2$ of order $p^{4}$ as additive groups of local nearrings

Local nearrings on finite non-abelian $2$ -generated $p$ -groups