53 pages, 2 dessins, 2 théorèmes, 46 définitions, 4 remarques de moindre importance.International audienceIt is shown that there exists a finitely generated infinite simple group of infinite commutator width, and that the commutator width of a finitely generated infinite boundedly simple group can be arbitrarily large. Besides, such groups can be constructed with decidable word and conjugacy problems
AbstractIt is shown that there is a hereditarily just infinite group in which all countably based pr...
The main result of this thesis is an original proof that every word has finite width in a compact $p...
Groups naturally occu as the symmetries of an object. This is why they appear in so many different a...
53 pages, 2 dessins, 2 théorèmes, 46 définitions, 4 remarques de moindre importance.International au...
44 pages, 6 dessins.International audienceIt is shown that there exist finitely generated infinite s...
44 pages, 6 dessins.International audienceIt is shown that there exist finitely generated infinite s...
Abstract. It is shown that there exist finitely generated infinite simple groups of infinite commuta...
The present paper is the [slightly expanded] text of our talk at the Conference " Advances in Group ...
The present paper is the [slightly expanded] text of our talk at the Conference “Advances in Group T...
The present paper is the [slightly expanded] text of our talk at the Conference “Advances in Group T...
This paper proves bounds for the commutator width of a wreath product of two groups. As a corollary,...
This paper proves bounds for the commutator width of a wreath product of two groups. As a corollary,...
The main result of this thesis is an original proof that every word has finite width in a compact $p...
Let S = Sym(Omega) be the group of all permutations of an infinite set Omega. Extending an argument ...
AbstractIn earlier work it was shown that each nonabelian finite simple group G has a conjugacy clas...
AbstractIt is shown that there is a hereditarily just infinite group in which all countably based pr...
The main result of this thesis is an original proof that every word has finite width in a compact $p...
Groups naturally occu as the symmetries of an object. This is why they appear in so many different a...
53 pages, 2 dessins, 2 théorèmes, 46 définitions, 4 remarques de moindre importance.International au...
44 pages, 6 dessins.International audienceIt is shown that there exist finitely generated infinite s...
44 pages, 6 dessins.International audienceIt is shown that there exist finitely generated infinite s...
Abstract. It is shown that there exist finitely generated infinite simple groups of infinite commuta...
The present paper is the [slightly expanded] text of our talk at the Conference " Advances in Group ...
The present paper is the [slightly expanded] text of our talk at the Conference “Advances in Group T...
The present paper is the [slightly expanded] text of our talk at the Conference “Advances in Group T...
This paper proves bounds for the commutator width of a wreath product of two groups. As a corollary,...
This paper proves bounds for the commutator width of a wreath product of two groups. As a corollary,...
The main result of this thesis is an original proof that every word has finite width in a compact $p...
Let S = Sym(Omega) be the group of all permutations of an infinite set Omega. Extending an argument ...
AbstractIn earlier work it was shown that each nonabelian finite simple group G has a conjugacy clas...
AbstractIt is shown that there is a hereditarily just infinite group in which all countably based pr...
The main result of this thesis is an original proof that every word has finite width in a compact $p...
Groups naturally occu as the symmetries of an object. This is why they appear in so many different a...
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