Add to ORKGIn this paper we determine the orbits of the braid group Bn action on Gn when G is a dihedral group and for any T ∈ Gn. We prove that the following invariants serve as necessary and sufficient conditions for Hurwitz equivalence. They are: the product of its entries, the subgroup generated by its entries, and the number of times each conjugacy class (in the subgroup generated by its entries) is represented in T
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
Abstract. We discuss the equivalence between the categories of certain ribbon graphs and subgroups o...
For a finite group G, the Hurwitz space Hinr,g(G) is the space of genus g covers of the Riemann sphe...
In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G...
In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G...
In this paper we determine the orbits of the braid group B[subscript n] action on G[superscript n] w...
AbstractWe prove that if r1,…,rn are Euclidean reflections corresponding to a linearly independent s...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
A Hurwitz group is any non-trivial finite quotient of the (2, 3, 7) triangle group, that is, any non...
In this paper we present a topological algorithm for conjugating two powers of half-twists in the br...
AbstractWe study the Hurwitz action of the classical braid group on factorisations of a Coxeter elem...
We provide a variety of cases in which two factorizations have Hurwitz orbits of the same size. We b...
AbstractWe prove that if r1,…,rn are Euclidean reflections corresponding to a linearly independent s...
AbstractCharacteristic zero representations of the (2,3,7)-triangle group in degrees up to seven are...
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
Abstract. We discuss the equivalence between the categories of certain ribbon graphs and subgroups o...
For a finite group G, the Hurwitz space Hinr,g(G) is the space of genus g covers of the Riemann sphe...
In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G...
In the paper under review, the author studies the orbits of the action of the braid group B_{n} on G...
In this paper we determine the orbits of the braid group B[subscript n] action on G[superscript n] w...
AbstractWe prove that if r1,…,rn are Euclidean reflections corresponding to a linearly independent s...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
We enumerate Hurwitz orbits of shortest reflection factorizations of an arbitrary element in the inf...
A Hurwitz group is any non-trivial finite quotient of the (2, 3, 7) triangle group, that is, any non...
In this paper we present a topological algorithm for conjugating two powers of half-twists in the br...
AbstractWe study the Hurwitz action of the classical braid group on factorisations of a Coxeter elem...
We provide a variety of cases in which two factorizations have Hurwitz orbits of the same size. We b...
AbstractWe prove that if r1,…,rn are Euclidean reflections corresponding to a linearly independent s...
AbstractCharacteristic zero representations of the (2,3,7)-triangle group in degrees up to seven are...
In this thesis we study quandles and Hurwitz orbits. A quandle is a self-distributive algebraic str...
Abstract. We discuss the equivalence between the categories of certain ribbon graphs and subgroups o...
For a finite group G, the Hurwitz space Hinr,g(G) is the space of genus g covers of the Riemann sphe...