My research interests lie in low dimensional topology. More concretely, I work on questions regarding mapping class groups of surfaces, pseudo Anosov theory, as well as moduli spaces of translation surfaces.
Prym representations of the handlebody group (in Geometriae Dedicata)
Comparing Teichmüller and curve graph translation lengths (accepted for publication in Algebraic & Geometric Topology)
Representations of the mapping class group (Master's thesis at LMU Munich)
Random walks on finitely generated groups (GlaMS group project, with Julian Gonzales, Shang Jenkins and Oli Jones. Please contact me for access)
What is a translation surface? (15.12.23 at Seminar for Graduate Students in Mathematics, LMU Munich)
Representations of the mapping class group (21.03.24 at Glasgow Edinburgh Algebra Research Student seminar, University of Glasgow)
An introduction to Teichmüller theory (12.04.24 at Glasgow Postgraduate Seminar, University of Glasgow)
Cannon-Thurston maps (30.09.24 at the Pre-Seminar of the Glasgow Geometry and Topology seminar talk "Measure singularity for Cannon-Thurston maps")
Translation lengths of pseudo-Anosov mapping classes (28.10.24 at the Glasgow Geometry and Topology seminar)
Comparing Teichmüller and curve graph translation lengths (11.02.25 at the Newcastle Algebra and Geometry seminar)
Pseudo-Anosovs and the curve graph (27.08.25 at the Graduate Dynamics Seminar of the University of Wisconsin-Madison)
Translation lengths of pseudo-Anosovs (19.09.25 at the Scottish Dynamics Network)
Upcoming: 04.11.25 at the Bristol Geometry and Topology Seminar)
In the academic year 2023/24, Isacco Nonino and I were the organisers of the Glasgow Postgraduate Seminar
Riccardo Giannini and I were the organisers of the NBGGT seminar on December 9th 2024 in Glasgow.
In August 2025 I was a research visitor at the University of Wisconsin-Madison working with Paul Apisa.