Add to ORKGThe fundamental groups of most (conjecturally, all) closed 3- manifolds with uniform geometries have finite complete rewriting systems. The fundamental groups of a large class of amalgams of circle bundles also have finite complete rewriting systems. The general case remains open
Combinatorial topology makes unlimited use of refinements. These refinements translate into an unlim...
A foliation on a compact manifold is uniform if each pair of leaves of the induced foliation on the ...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...
Abstract: The fundamental groups of most (conjecturally, all) closed 3manifolds with uniform geometr...
AbstractWe construct finite complete rewriting systems for two large classes of Artin groups: those ...
AbstractA finite complete rewriting system for a group is a finite presentation which gives a soluti...
We provide an algorithm to solve the word problem in all fundamental groups of 3-manifolds that are ...
A group is properly 3-realizable if it is the fundamental group of a compact polyhedron whose unive...
A finite complete rewriting system for a group is a finite presentation which gives a solution to th...
We show that all hyperbolic surface bundles over the circle with fibers of genus zero, one, or two a...
AbstractThurston conjectured that a closed triangulated 3-manifold in which every edge has degree 5 ...
We begin with an introduction which describes the thesis in detail, and then a preliminary chapter ...
How different is the universal cover of a given finite 2-complex from a 3-manifold (from the proper ...
AbstractThe vertex group ξ(M) of a closed PL n-manifold is an invariant obtained from a crystallizat...
It has long been realized that the presence of a Reebless foliation in a compact 3-manifold M reveal...
Combinatorial topology makes unlimited use of refinements. These refinements translate into an unlim...
A foliation on a compact manifold is uniform if each pair of leaves of the induced foliation on the ...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...
Abstract: The fundamental groups of most (conjecturally, all) closed 3manifolds with uniform geometr...
AbstractWe construct finite complete rewriting systems for two large classes of Artin groups: those ...
AbstractA finite complete rewriting system for a group is a finite presentation which gives a soluti...
We provide an algorithm to solve the word problem in all fundamental groups of 3-manifolds that are ...
A group is properly 3-realizable if it is the fundamental group of a compact polyhedron whose unive...
A finite complete rewriting system for a group is a finite presentation which gives a solution to th...
We show that all hyperbolic surface bundles over the circle with fibers of genus zero, one, or two a...
AbstractThurston conjectured that a closed triangulated 3-manifold in which every edge has degree 5 ...
We begin with an introduction which describes the thesis in detail, and then a preliminary chapter ...
How different is the universal cover of a given finite 2-complex from a 3-manifold (from the proper ...
AbstractThe vertex group ξ(M) of a closed PL n-manifold is an invariant obtained from a crystallizat...
It has long been realized that the presence of a Reebless foliation in a compact 3-manifold M reveal...
Combinatorial topology makes unlimited use of refinements. These refinements translate into an unlim...
A foliation on a compact manifold is uniform if each pair of leaves of the induced foliation on the ...
In this paper we associate a group γH to each bipartite 3-gem H. By using the recent (Theorem 1) gra...