Levin Ceglie

Mathematics at ETH Zürich

Behind the name, a three-dimensional torus. Points mark the orbit of a single point under Arnold’s cat map, the automorphism of the two-torus induced by the matrix with rows (2, 1) and (1, 1).

About

Levin Ceglie

I study mathematics at ETH Zürich. My focus so far has been on algebra and dynamical systems, culminating in a bachelor’s thesis on the dynamics of compact group automorphisms.

More recently, I have been drawn toward questions where mathematical structure can inform how we model, learn from, and steer complex systems. This has led me to explore optimization, control, machine learning, scientific computing, and mathematically driven approaches to physical and biological systems.

I also enjoy writing mathematics. My longer notes, teaching material, and expository work live at notes.levinceglie.com.

Writings