activity
20182020
most citedStrongly semistable reduction of syzygy bundles on plane curves

1 citations · 1 across the 2 of their papers we have counts for

collaborators

8 papers

math.AG2020

One-parameter families of multiview varieties via quotient lattices

Marvin Anas Hahn

We develop a novel theory of one-parameter families of multi-view varieties. These families are induced by quotient lattices over discrete valuation rings and generalise the notion…

math.AG2020

Mustafin models of projective varieties and vector bundles

Marvin Anas Hahn

Mustafin varieties are well-studied degenerations of projective spaces induced by a choice of integral points in a Bruhat--Tits building. In recent work, Annette Werner and the aut…

math.AG2019

A short note on Cayley-Salmon equations

Marvin Anas Hahn, Sara Lamboglia, Alejandro Vargas

A Cayley-Salmon equation for a smooth cubic surface in is an expression of the form such that the zero set is and , are…

math.AG20191 cited

Strongly semistable reduction of syzygy bundles on plane curves

Marvin Anas Hahn, Annette Werner

We investigate degenerations of syzygy bundles on plane curves over -adic fields. We use Mustafin varieties which are degenerations of projective spaces to find a large family o…

math.AG2019

Wall-crossing and recursion formulae for tropical Jucys covers

Marvin Anas Hahn, Danilo Lewanski

In recent work, the authors derived a tropical interpretation of monotone and strictly monotone double Hurwitz numbers. In this paper, we apply the technique of tropical flows to t…

math.CO2018

Bi-pruned Hurwitz numbers

Marvin Anas Hahn

Hurwitz numbers enumerate ramified coverings of the Riemann sphere with fixed ramification data. Certain kinds of ramification data are of particular interest, such as double Hurwi…