Sebastian Meyer
I am a doctoral student at the Institute of Algebra at TU Dresden in the research group of Prof. Dr. Manuel Bodirsky since October 2022.
My research interests are widely spread in theoretical mathematics from combinatorics (e.g. graph homomorphisms) to topology (e.g. profinite spaces) and ring theory (e.g. Boolean algebras or topological rings). I am particularly fascinated by dualities in or between different fields, such as the Stone duality or the Pontryagin duality.
Publications, Preprints
Subject Area: Universal Algebra / Functional Analysis
- Infinitary primitive positive definability over the real numbers with convex relations (ArXiv 2024)
Subject Area: Universal Algebra / Algebraic Topology
- A Dichotomy for Finite Abstract Simplicial Complexes (ArXiv 2024)
-
A topological proof of the Hell-Nešetřil dichotomy (with Jakub Opršal) (ArXiv 2024)
Subject Area: Universal Algebra / Group Theory
- Finite Simple Groups in the Primitive Positive Constructability Poset (with Florian Starke) (ArXiv 2024)