Add to ORKGAbstract Recently Gehring, Gilman, and Martin introduced an important class of two-generator groups with real parameters: f\Gamma = hf; gi j f; g 2 PSL(2; C); fi; fi 0; fl 2 Rg; where fi = tr 2 f \Gamma 4, fi
summary:Let $G$ be a finite group with exactly two nonlinear non-faithful irreducible characters. We...
For any characteristic zero coefficient field, an irreducible representation of a finite p-group can...
AbstractLet S⊂GL(V) be a given set of generators for a group G, where V is a finite-dimensional vect...
Abstract We deal with two-generator subgroups of PSL(2, C) with real traces of both generators and t...
I I n t roduct ion Let G be a subgroup of PSL(2, C). The discreteness problem for G is the problem o...
Abstract. We give an arithmetic criterion which is sufficient to imply the discreteness of various t...
We describe all real points of the parameter space of two-generator Kleinian groups with a parabolic...
The Gehring-Martin-Tan inequality for two-generator subgroups of ▫$text{PSL}(2,mathbb{C})$▫ is one o...
AbstractWe determine (except for two outstanding cases) for which values of m, n and p the group Gm,...
This dissertation is concerned with discrete groups of Mobius transformations. A Mobius transformati...
Abstract. It’s known that one could use a fixed loxodromic or para-bolic element in M(R n) as a test...
Abstract. In this paper we consider extreme discrete two-generator groups (Jørgensen groups) of para...
It can be deduced from the Burnside Basis Theorem that if G is a finite p-group with d(G)=r then giv...
For any characteristic zero coefficient field, an irreducible representation of a finite p-group can...
Let f, g be elements of M, the group of Möbius transformations of the extended complex plane Ĉ = C U...
summary:Let $G$ be a finite group with exactly two nonlinear non-faithful irreducible characters. We...
For any characteristic zero coefficient field, an irreducible representation of a finite p-group can...
AbstractLet S⊂GL(V) be a given set of generators for a group G, where V is a finite-dimensional vect...
Abstract We deal with two-generator subgroups of PSL(2, C) with real traces of both generators and t...
I I n t roduct ion Let G be a subgroup of PSL(2, C). The discreteness problem for G is the problem o...
Abstract. We give an arithmetic criterion which is sufficient to imply the discreteness of various t...
We describe all real points of the parameter space of two-generator Kleinian groups with a parabolic...
The Gehring-Martin-Tan inequality for two-generator subgroups of ▫$text{PSL}(2,mathbb{C})$▫ is one o...
AbstractWe determine (except for two outstanding cases) for which values of m, n and p the group Gm,...
This dissertation is concerned with discrete groups of Mobius transformations. A Mobius transformati...
Abstract. It’s known that one could use a fixed loxodromic or para-bolic element in M(R n) as a test...
Abstract. In this paper we consider extreme discrete two-generator groups (Jørgensen groups) of para...
It can be deduced from the Burnside Basis Theorem that if G is a finite p-group with d(G)=r then giv...
For any characteristic zero coefficient field, an irreducible representation of a finite p-group can...
Let f, g be elements of M, the group of Möbius transformations of the extended complex plane Ĉ = C U...
summary:Let $G$ be a finite group with exactly two nonlinear non-faithful irreducible characters. We...
For any characteristic zero coefficient field, an irreducible representation of a finite p-group can...
AbstractLet S⊂GL(V) be a given set of generators for a group G, where V is a finite-dimensional vect...