activity
20152019
most citedTriple linking numbers and surface systems

2 citations · 2 across the 2 of their papers we have counts for

collaborators

6 papers

math.GT2019

Stably slice disks of links

Anthony Conway, Matthias Nagel

We define the stabilizing number of a knot as the minimal number of connected summands required for to bound a nullh…

math.GT20172 cited

Triple linking numbers and surface systems

Christopher William Davis, Matthias Nagel, Patrick Orson +1

We give a refined value group for the collection of triple linking numbers of links in the 3-sphere. Given two links with the same pairwise linking numbers we show that they have t…

math.GT2017

Smooth and topological almost concordance

Matthias Nagel, Patrick Orson, JungHwan Park +1

We investigate the disparity between smooth and topological almost concordance of knots in general 3-manifolds Y. Almost concordance is defined by considering knots in Y modulo con…

math.GT2016

Representation varieties detect essential surfaces

Stefan Friedl, Takahiro Kitayama, Matthias Nagel

Extending Culler-Shalen theory, Hara and the second author presented a way to construct certain kinds of branched surfaces in a -manifold from an ideal point of a curve in the $…

math.GT2015

A note on the existence of essential tribranched surfaces

Stefan Friedl, Takahiro Kitayama, Matthias Nagel

The second author and Hara introduced the notion of an essential tribranched surface that is a generalisation of the notion of an essential embedded surface in a 3-manifold. We sho…

math.GT2015

Twisted Reidemeister torsion and the Thurston norm: graph manifolds and finite representations

Stefan Friedl, Matthias Nagel

We show that the Thurston norm of any irreducible 3-manifold can be detected using twisted Reidemeister torsions corresponding to integral representations and also corresponding to…