Add to ORKGInternational audienceWe prove that a finitely generated solvable group which is not virtually nilpotent has exponential conjugacy growth
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
Let G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1, m, n, ...
Abstract. The conjugacy growth function of a finitely generated group measures the number of conjuga...
Abstract. We prove that any finitely generated solvable group of zero entropy contains a nilpotent s...
In this thesis we study various variants of word growth in finitely generated groups, focussing on ...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
We calculate asymptotic estimates for the conjugacy growth function of finitely generated class 2 ni...
To every finitely generated group G we can assign an equivalence class of growth function. That is, ...
In previous work, the author claimed an effective characterization for residual finiteness and lower...
In previous work, the author claimed an effective characterization for residual finiteness and lower...
Suppose that G is a finite group and K is a non-trivial conjugacy class of G such that KK−1 = 1 ∪ D ...
Abstract. We consider factorizations of a finite group G into conjugate sub-groups, G = Ax1 · · ·Ax...
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
Let G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1, m, n, ...
Abstract. The conjugacy growth function of a finitely generated group measures the number of conjuga...
Abstract. We prove that any finitely generated solvable group of zero entropy contains a nilpotent s...
In this thesis we study various variants of word growth in finitely generated groups, focussing on ...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
Given a finitely generated group $G$, we are interested in common geometric properties of all graphs...
We calculate asymptotic estimates for the conjugacy growth function of finitely generated class 2 ni...
To every finitely generated group G we can assign an equivalence class of growth function. That is, ...
In previous work, the author claimed an effective characterization for residual finiteness and lower...
In previous work, the author claimed an effective characterization for residual finiteness and lower...
Suppose that G is a finite group and K is a non-trivial conjugacy class of G such that KK−1 = 1 ∪ D ...
Abstract. We consider factorizations of a finite group G into conjugate sub-groups, G = Ax1 · · ·Ax...
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
We study the regularity of several languages derived from conjugacy classes in a finitely generated ...
Let G be a finite solvable group. We assume that the set of conjugacy class sizes of G is {1, m, n, ...