activity
20152024
most citedExponential factorizations of holomorphic maps

6 citations · 9 across the 4 of their papers we have counts for

collaborators

7 papers

math.GT2024

On the crossing number of arithmetic curve systems

Sebastian Baader, Claire Burrin, Luca Studer

We show that the family of systoles of hyperbolic surfaces associated with congruence lattices in have asymptotically minimal crossing number.

math.CO2020

An asymptotic version of the union-closed sets conjecture

Luca Studer

We show that the biggest possible average set size in the complement of a union-closed family is $\tfrac{n+1}…

math.CV2019★ 6 cited

Exponential factorizations of holomorphic maps

Frank Kutzschebauch, Luca Studer

We show that any element of the special linear group is a product of two exponentials if the ring is either the ring of holomorphic functions on an open Riemann surfa…

math.MG2019

Distortion of spheres and surfaces in space

Sebastian Baader, Luca Studer, Roger Züst

It is known that the surface of a cone over the unit disc with large height has smaller distortion than the standard embedding of the 2-sphere in . In this note we sho…

math.CV2019★ 3 cited

A splitting lemma for coherent sheaves

Luca Studer

The presented splitting lemma extends the techniques of Gromov and Forstnerič to glue local sections of a given analytic sheaf, a key step in the proof of all Oka principles. The n…

math.CV2018

A homotopy theorem for Oka theory

Luca Studer

We prove a homotopy theorem for sheaves. Its application shortens and simplifies the proof of many Oka principles such as Gromov's Oka principle for elliptic submersions.