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20032026
most cited64 lines on smooth quartic surfaces

26 citations · 154 across the 34 of their papers we have counts for

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36 papers · 1 filter

math.AG2026

Dynamical degrees of automorphisms of non-projective hyperkähler manifolds

Eva Bayer-Fluckiger, Stevell Muller, Matthias Schütt

We determine the dynamical degrees of bimeromorphic automorphisms of hyperkähler manifolds of all known deformation types with irreducible characteristic polynomial.

math.AG2025

Non-projective K3 surfaces with real or Salem multiplication

Eva Bayer-Fluckiger, Bert van Geemen, Matthias Schütt

We determine the Hodge endomorphism algebras of non-projective complex K3 surfaces (and more generally, hyperkähler manifolds). We show that they are either totally real fields or…

math.AG2024

On the cohomologically trivial automorphisms of elliptic surfaces I:

Fabrizio Catanese, Davide Frapporti, Christian Gleissner +2

In this first part we describe the group of cohomologically trivial automorphisms of a properly elliptic surface (a minimal surface with Kodaira dimension…

math.AG2024

Low degree rational curves on quasi-polarized K3 surfaces

Sławomir Rams, Matthias Schütt

We prove that there are at most low-degree rational curves on high-degree models of K3 surfaces with at most Du Val singularities, where is the number of exception…

math.AG2024★ 1 cited

K3 surfaces with real or complex multiplication

Eva Bayer-Fluckiger, Bert van Geemen, Matthias Schütt

Let be a totally real number field of degree and let be an integer. We show that if then there exists an -dimensional family of com…

math.AG2023

On families of K3 surfaces with real multiplication

Bert van Geemen, Matthias Schütt

We exhibit large families of K3 surfaces with real multiplication, both abstractly using lattice theory, the Torelli theorem and the surjectivity of the period map, as well as expl…