Add to ORKGHurwitz groups are the nontrivial finite quotients of the (2, 3, 7) triangle group . In this paper we study the action of the smallest Hurwitz group is the simple group PS L(2, 7) acts via linear fractional transformation on the projective line P^1 (7) over the field by using directed suborbital graphs. We obtain edge and circuit condition
For a given group G the orientably regular maps with orientation-preserving automorphism group G are...
In this paper, we examine some properties of suborbital graphs for the Picard group. We obtain edge...
If G is a group acting on a set Ω, and α, β ∈ Ω, the directed graph whose vertex set is Ω and whose ...
In this paper, we investigate suborbital graphs formed by the action of ?2 which is the group genera...
A Hurwitz group is any non-trivial finite quotient of the (2, 3, 7) triangle group, that is, any non...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
AbstractUsing elementary linear algebra techniques a detailed description of the suborbits of the ac...
AbstractIn this paper, we examine some properties of suborbital graphs for the Hecke groups Γ, H(2),...
AbstractCharacteristic zero representations of the (2,3,7)-triangle group in degrees up to seven are...
AbstractIn this paper, we study finite primitive permutation groups with a small suborbit. Based on ...
In this paper, we investigate some suborbital graphs for the invariance group. We gave a necessary a...
Let Γ PSL 2, , the modular group. The action of Γ on the rational projective line ℚ ℚ ∪ ∞ ...
In this paper we discuss the action of SL(2 , C) on hyperbolic 3-space using quaternions. And then w...
In this study, we investigate suborbital graphs G_{u, N} of the normalizer Gamma_B(N) of Gamma_0(N) ...
We consider the action of a permutation group on a set in the spirit of the theory of permutation gr...
For a given group G the orientably regular maps with orientation-preserving automorphism group G are...
In this paper, we examine some properties of suborbital graphs for the Picard group. We obtain edge...
If G is a group acting on a set Ω, and α, β ∈ Ω, the directed graph whose vertex set is Ω and whose ...
In this paper, we investigate suborbital graphs formed by the action of ?2 which is the group genera...
A Hurwitz group is any non-trivial finite quotient of the (2, 3, 7) triangle group, that is, any non...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
AbstractUsing elementary linear algebra techniques a detailed description of the suborbits of the ac...
AbstractIn this paper, we examine some properties of suborbital graphs for the Hecke groups Γ, H(2),...
AbstractCharacteristic zero representations of the (2,3,7)-triangle group in degrees up to seven are...
AbstractIn this paper, we study finite primitive permutation groups with a small suborbit. Based on ...
In this paper, we investigate some suborbital graphs for the invariance group. We gave a necessary a...
Let Γ PSL 2, , the modular group. The action of Γ on the rational projective line ℚ ℚ ∪ ∞ ...
In this paper we discuss the action of SL(2 , C) on hyperbolic 3-space using quaternions. And then w...
In this study, we investigate suborbital graphs G_{u, N} of the normalizer Gamma_B(N) of Gamma_0(N) ...
We consider the action of a permutation group on a set in the spirit of the theory of permutation gr...
For a given group G the orientably regular maps with orientation-preserving automorphism group G are...
In this paper, we examine some properties of suborbital graphs for the Picard group. We obtain edge...
If G is a group acting on a set Ω, and α, β ∈ Ω, the directed graph whose vertex set is Ω and whose ...