Matthias Scharitzer

activity

20232026

collaborators

Showing math.GTShow all

3 papers · 1 filter

math.GT2026

A reconstruction lemma for enhanced bypass sequences

Matthias Scharitzer

In the appendix of [LSV26], the authors produce an invariant for contact structures on $Σ \times [0, 1]$ . In this paper, we prove a result announced there which states that this is i…

math.GT2024

A skein-valued lift of the unidirectional $A_{n}$ -quiver $q$ -dilogarithm relations

Matthias Scharitzer

We show that the $q$ -dilogarithm identities associated to the unidirectional $A_{n}$ -quiver lift to the HOMFLYPT-skein algebra of a genus $n$ handlebody.

math.GT2024

The Giroux Correspondence in dimension 3

Joan Licata, Matthias Scharitzer, Vera Vértesi

This paper proves the Giroux Correspondence in dimension three using Heegaard splittings of contact manifolds. In two of the authors earlier paper they proved the Giroux Correspond…

A reconstruction lemma for enhanced bypass sequences

A skein-valued lift of the unidirectional An​-quiver q-dilogarithm relations

The Giroux Correspondence in dimension 3

A skein-valued lift of the unidirectional $A_{n}$ -quiver $q$ -dilogarithm relations