none3Let be a profinite group in which all pronilpotent subgroups generated by commutators are periodic. We prove that G' is locally finite.noneE. Detomi; M. Morigi; P. ShumyatskyE. Detomi; M. Morigi; P. Shumyatsk
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
We prove the following results. Let to be a multilinear commutator word. If G is a profinite group i...
Let G be a profinite group in which all pronilpotent subgroups generated by commutators are periodic...
Abstract. Let w be a multilinear commutator word, that is, a commutator of weight n in n different g...
Let $w$ be a multilinear commutator word, that is, a commutator of weight $n$ in $n$ different group...
Let G be a profinite group. We prove that the commutator subgroup G′ is finite-by-procyclic if and o...
summary:The current article considers some infinite groups whose finitely generated subgroups are ei...
summary:The current article considers some infinite groups whose finitely generated subgroups are ei...
none3siWe consider profinite groups in which all commutators are contained in a union of finitely ma...
A coprime commutator in a profinite group G is an element of the form [x, y], where x and y have cop...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
Let N be the class of pronilpotent groups, or the class of locally nilpotent profinite groups, or th...
Let N be the class of pronilpotent groups, or the class of locally nilpotent profinite groups, or th...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
We prove the following results. Let to be a multilinear commutator word. If G is a profinite group i...
Let G be a profinite group in which all pronilpotent subgroups generated by commutators are periodic...
Abstract. Let w be a multilinear commutator word, that is, a commutator of weight n in n different g...
Let $w$ be a multilinear commutator word, that is, a commutator of weight $n$ in $n$ different group...
Let G be a profinite group. We prove that the commutator subgroup G′ is finite-by-procyclic if and o...
summary:The current article considers some infinite groups whose finitely generated subgroups are ei...
summary:The current article considers some infinite groups whose finitely generated subgroups are ei...
none3siWe consider profinite groups in which all commutators are contained in a union of finitely ma...
A coprime commutator in a profinite group G is an element of the form [x, y], where x and y have cop...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
Let N be the class of pronilpotent groups, or the class of locally nilpotent profinite groups, or th...
Let N be the class of pronilpotent groups, or the class of locally nilpotent profinite groups, or th...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
We prove the following results. Let to be a multilinear commutator word. If G is a profinite group i...
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