We study twisted Reidemeister torsion on graph manifolds and discuss how it can be used to recover the Thurston norm. Furthermore, we derive an inequality relating the genus function on a circle bundle over an irreducible 3-manifold to the self-intersection number and the Thurston norm
We present an overview of the study of the Thurston norm, introduced by W. P. Thurston in the semina...
A new lower bound on the complexity of a 3-manifold is given using the ℤ-Thurston norm. This bound i...
We show that the problem of deciding whether a knot in a fixed closed orientable 3-dimensional manif...
We study twisted Reidemeister torsion on graph manifolds and discuss how it can be used to recover t...
We study twisted Reidemeister torsion on graph manifolds and discuss how it can be used to recover t...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this sequel to earlier papers by three of the authors, we obtain a new bound on the complexity of...
AbstractEvery element in the first cohomology group of a 3-manifold is dual to embedded surfaces. Th...
AbstractEvery element in the first cohomology group of a 3-manifold is dual to embedded surfaces. Th...
Abstract. Every element in the first cohomology group of a 3–manifold is dual to embedded surfaces. ...
AbstractWe define an infinite sequence of new invariants, δn, of a group G that measure the size of ...
We explicitly construct layered-triangulations for manifolds admitting a genus-one open book decompo...
The triangulation complexity of a closed orientable 3-manifold is the minimal number of tetrahedra i...
We present an overview of the study of the Thurston norm, introduced by W. P. Thurston in the semina...
A new lower bound on the complexity of a 3-manifold is given using the ℤ-Thurston norm. This bound i...
We show that the problem of deciding whether a knot in a fixed closed orientable 3-dimensional manif...
We study twisted Reidemeister torsion on graph manifolds and discuss how it can be used to recover t...
We study twisted Reidemeister torsion on graph manifolds and discuss how it can be used to recover t...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this thesis the author shows that a sutured manifold is taut if and only if certain relativ L^2-B...
In this sequel to earlier papers by three of the authors, we obtain a new bound on the complexity of...
AbstractEvery element in the first cohomology group of a 3-manifold is dual to embedded surfaces. Th...
AbstractEvery element in the first cohomology group of a 3-manifold is dual to embedded surfaces. Th...
Abstract. Every element in the first cohomology group of a 3–manifold is dual to embedded surfaces. ...
AbstractWe define an infinite sequence of new invariants, δn, of a group G that measure the size of ...
We explicitly construct layered-triangulations for manifolds admitting a genus-one open book decompo...
The triangulation complexity of a closed orientable 3-manifold is the minimal number of tetrahedra i...
We present an overview of the study of the Thurston norm, introduced by W. P. Thurston in the semina...
A new lower bound on the complexity of a 3-manifold is given using the ℤ-Thurston norm. This bound i...
We show that the problem of deciding whether a knot in a fixed closed orientable 3-dimensional manif...
DOI
Add to ORKG