AbstractWe use wreath products to provide criteria for a group to be conjugacy separable or omnipotent. These criteria are in terms of virtual retractions onto cyclic subgroups. We give two applications: a straightforward topological proof of the theorem of Stebe that infinite-order elements of Fuchsian groups (of the first type) are conjugacy distinguished, and a proof that surface groups are omnipotent
AbstractWe prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That i...
AbstractA group G is said to be conjugacy separable if for each pair of elements x, y∈G such that x ...
© 2018 Springer-Verlag GmbH Germany, part of Springer Nature This paper initiates the study of effec...
We use wreath products to provide criteria for a group to be conjugacy separable or omnipotent. Thes...
We use wreath products to provide criteria for a group to be conjugacy separable or omnipotent. Thes...
AbstractWe use wreath products to provide criteria for a group to be conjugacy separable or omnipote...
If G is a group, a virtual retract of G is a subgroup which is a retract of a finite index subgroup....
In this chapter one studies how conjugacy separability in abstract groups is preserved under the for...
AbstractWe prove that generalized free products of two free groups or finitely generated torsion-fre...
Let C be an extension-closed pseudovariety of finite groups (i.e, a class of finite groups closed un...
A group G is conjugacy separable if whenever x and y are non-conjugate elements of G, there exists s...
We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That is, conju...
Abstract. We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That...
We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That is, conju...
AbstractIn this paper we prove that a free product of conjugacy separable groupsAandB, amalgamating ...
AbstractWe prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That i...
AbstractA group G is said to be conjugacy separable if for each pair of elements x, y∈G such that x ...
© 2018 Springer-Verlag GmbH Germany, part of Springer Nature This paper initiates the study of effec...
We use wreath products to provide criteria for a group to be conjugacy separable or omnipotent. Thes...
We use wreath products to provide criteria for a group to be conjugacy separable or omnipotent. Thes...
AbstractWe use wreath products to provide criteria for a group to be conjugacy separable or omnipote...
If G is a group, a virtual retract of G is a subgroup which is a retract of a finite index subgroup....
In this chapter one studies how conjugacy separability in abstract groups is preserved under the for...
AbstractWe prove that generalized free products of two free groups or finitely generated torsion-fre...
Let C be an extension-closed pseudovariety of finite groups (i.e, a class of finite groups closed un...
A group G is conjugacy separable if whenever x and y are non-conjugate elements of G, there exists s...
We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That is, conju...
Abstract. We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That...
We prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That is, conju...
AbstractIn this paper we prove that a free product of conjugacy separable groupsAandB, amalgamating ...
AbstractWe prove that the fundamental group of any Seifert 3-manifold is conjugacy separable. That i...
AbstractA group G is said to be conjugacy separable if for each pair of elements x, y∈G such that x ...
© 2018 Springer-Verlag GmbH Germany, part of Springer Nature This paper initiates the study of effec...
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