O. Popadiuk

most citedOn the semigroup

B_{ω}^{F_{n}}

which is generated by the family

F_{n}

of finite bounded intervals of

ω

3 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.GR2022★ 1 cited

On the semigroup of injective endomorphisms of the semigroup $B_{ω}^{F_{n}}$ which is generated by the family $F_{n}$ of initial finite intervals of $ω$

Oleg Gutik, Olha Popadiuk

In the paper we describe injective endomorphisms of the inverse semigroup $B_{ω}^{F}$ , which is introduced in the paper [O. Gutik and M. Mykhalenych, \emph{On…

math.GR2022★ 3 cited

On the semigroup $B_{ω}^{F_{n}}$ which is generated by the family $F_{n}$ of finite bounded intervals of $ω$

Oleg Gutik, Olha Popadiuk

We study the semigroup $B_{ω}^{F}$ , which is introduced in the paper [O. Gutik and M. Mykhalenych, \emph{On some generalization of the bicyclic monoid}, Visnyk…

On the semigroup of injective endomorphisms of the semigroup BωFn​​ which is generated by the family Fn​ of initial finite intervals of ω

On the semigroup BωFn​​ which is generated by the family Fn​ of finite bounded intervals of ω

On the semigroup of injective endomorphisms of the semigroup $B_{ω}^{F_{n}}$ which is generated by the family $F_{n}$ of initial finite intervals of $ω$

On the semigroup $B_{ω}^{F_{n}}$ which is generated by the family $F_{n}$ of finite bounded intervals of $ω$