AbstractWe introduce a type of generalized orbifold called an “orbifold composition”. We study their topology and the extensions and deformations of the maps between them. As the main goal, we obtain the theorems which yield the geometric realizations of amalgamated free products and HNN extensions of 3-orbifold fundamental groups. They are extensions of results of Feustel (1972; 1973) and Feustel and Gregorac (1973)
An orbifold is a singular space which is locally modeled on the quotient of a smooth manifold by a s...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...
Abstract. In this article, we will characterize structures of geometric quotient orbifolds of G-mani...
AbstractWe introduce a type of generalized orbifold called an “orbifold composition”. We study their...
Abstract In this paper we generalize previous work on decomposition in three-dimensional orbifolds b...
space modulo a finite group) some fundamental theorems in the study of 3-manifolds, including the fa...
AbstractWe find spherical 2-orbifolds realizing the decompositions of the 3-orbifold fundamental gro...
This work develops the correspondence between orbifolds and free fermion models. A complete classifi...
In this note we construct examples of geometric 3-orbifolds with (orbifold) fundamental group isomor...
This thesis is a study of the theory of orbifolds and their applications in low-dimensional topolog...
Loosely speaking, a n-manifold is a space locally modeled on real n-space. The quotient of a n-manif...
AbstractIt is conjectured that any compact 3-orbifold containing no bad 2-suborbifolds is built from...
AbstractWe generalize to the category of orbifolds (topological spaces locally modelled on Euclidean...
We establish sufficient conditions for the C$^*$-simplicity of two classes of groups. The first clas...
This paper is devoted to the proof of the orbifold theorem: If O is a compact connected orientable i...
An orbifold is a singular space which is locally modeled on the quotient of a smooth manifold by a s...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...
Abstract. In this article, we will characterize structures of geometric quotient orbifolds of G-mani...
AbstractWe introduce a type of generalized orbifold called an “orbifold composition”. We study their...
Abstract In this paper we generalize previous work on decomposition in three-dimensional orbifolds b...
space modulo a finite group) some fundamental theorems in the study of 3-manifolds, including the fa...
AbstractWe find spherical 2-orbifolds realizing the decompositions of the 3-orbifold fundamental gro...
This work develops the correspondence between orbifolds and free fermion models. A complete classifi...
In this note we construct examples of geometric 3-orbifolds with (orbifold) fundamental group isomor...
This thesis is a study of the theory of orbifolds and their applications in low-dimensional topolog...
Loosely speaking, a n-manifold is a space locally modeled on real n-space. The quotient of a n-manif...
AbstractIt is conjectured that any compact 3-orbifold containing no bad 2-suborbifolds is built from...
AbstractWe generalize to the category of orbifolds (topological spaces locally modelled on Euclidean...
We establish sufficient conditions for the C$^*$-simplicity of two classes of groups. The first clas...
This paper is devoted to the proof of the orbifold theorem: If O is a compact connected orientable i...
An orbifold is a singular space which is locally modeled on the quotient of a smooth manifold by a s...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...
Abstract. In this article, we will characterize structures of geometric quotient orbifolds of G-mani...