DOIAbstract
The relation between compactly generated groups of polynomial growth and FC−-groups is clarified. It follows that L"(G) is symmetric for G compactly generated and of polynomial growth. 1
The relation between compactly generated groups of polynomial growth and FC−-groups is clarified. It follows that L"(G) is symmetric for G compactly generated and of polynomial growth. 1
Dedicated to John Milnor on the occasion of his 80th birthday. Abstract. We present a survey of resu...
AbstractIt is shown that connected groups of polynomial growth and compact extensions of nilpotent g...
We show that for some absolute (explicit) constant C, the following holds for every finitely generat...
Abstract. Let G be a compactly generated, locally compact group of polynomial growth. Removing a res...
To every finitely generated group G we can assign an equivalence class of growth function. That is, ...
Given a finitely generated group, we study various growth functions and growth series. We calculate ...
Let G be a compactly generated, locally compact group of polynomial growth. Removing a restrictive t...
This note records some observations concerning geodesic growth functions. If a nilpotent group is no...
We determine the structure of finitely generated residually finite groups in which the number of sub...
In the first, mostly expository, part of this paper, a graded Lie algebra is associated to every gro...
This work is aimed at graduate students as well as researchers in the above areas. Prerequisites inc...
AbstractWe present a short, self-contained, relatively simple proof to the growth dichotomy of linea...
AbstractIt is well known that we have an algebraic characterization of connected Lie groups of polyn...
ABSTRACT. We show that finitely generated Abelian groups admit equal growth functions with respect t...
We show that an arbitrary nilprogression can be approximated by a proper coset nilprogression in upp...
Dedicated to John Milnor on the occasion of his 80th birthday. Abstract. We present a survey of resu...
AbstractIt is shown that connected groups of polynomial growth and compact extensions of nilpotent g...
We show that for some absolute (explicit) constant C, the following holds for every finitely generat...
Abstract. Let G be a compactly generated, locally compact group of polynomial growth. Removing a res...
To every finitely generated group G we can assign an equivalence class of growth function. That is, ...
Given a finitely generated group, we study various growth functions and growth series. We calculate ...
Let G be a compactly generated, locally compact group of polynomial growth. Removing a restrictive t...
This note records some observations concerning geodesic growth functions. If a nilpotent group is no...
We determine the structure of finitely generated residually finite groups in which the number of sub...
In the first, mostly expository, part of this paper, a graded Lie algebra is associated to every gro...
This work is aimed at graduate students as well as researchers in the above areas. Prerequisites inc...
AbstractWe present a short, self-contained, relatively simple proof to the growth dichotomy of linea...
AbstractIt is well known that we have an algebraic characterization of connected Lie groups of polyn...
ABSTRACT. We show that finitely generated Abelian groups admit equal growth functions with respect t...
We show that an arbitrary nilprogression can be approximated by a proper coset nilprogression in upp...
Dedicated to John Milnor on the occasion of his 80th birthday. Abstract. We present a survey of resu...
AbstractIt is shown that connected groups of polynomial growth and compact extensions of nilpotent g...
We show that for some absolute (explicit) constant C, the following holds for every finitely generat...
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