activity
19992022
most citedQuantum Statistical Mechanics, L-series and Anabelian Geometry

31 citations · 125 across the 37 of their papers we have counts for

collaborators

45 papers

math.DS2022

Multiband linear cellular automata and endomorphisms of algebraic vector groups

Jakub Byszewski, Gunther Cornelissen

We propose a correspondence between certain multiband linear cellular automata - models of computation widely used in the description of physical phenomena - and endomorphisms of c…

math.NT2022★ 1 cited

Dynamics of endomorphisms of algebraic groups

Jakub Byszewski, Gunther Cornelissen, Marc Houben

Let denote an endomorphism of a smooth algebraic group over the algebraic closure of a finite field, and assume all iterates of have finitely many fixed points. Steinbe…

cs.DS2022

Problems hard for treewidth but easy for stable gonality

Hans L. Bodlaender, Gunther Cornelissen, Marieke van der Wegen

We show that some natural problems that are XNLP-hard (which implies W[t]-hardness for all t) when parameterized by pathwidth or treewidth, become FPT when parameterized by stable…

math.DG2021

Twisted isospectrality, homological wideness and isometry

Gunther Cornelissen, Norbert Peyerimhoff

Given a manifold (or, more generally, a developable orbifold) and two closed Riemannian manifolds and with a finite covering map to , we give a spectral char…

math.NT2020

Automata and finite order elements in the Nottingham group

Jakub Byszewski, Gunther Cornelissen, Djurre Tijsma

The Nottingham group at 2 is the group of (formal) power series in the variable with coefficients from the field with two elements, where the…

math.NT2019

Dynamically affine maps in positive characteristic

Jakub Byszewski, Gunther Cornelissen, Marc Houben +1

We study fixed points of iterates of dynamically affine maps (a generalisation of Lattès maps) over algebraically closed fields of positive characteristic . We present and study…