Vincenzo Antonio Isoldi

Research

My research interests lie at the intersection of geometry, dynamics, and representation theory. My recent work has concerned homogeneous varieties and their secant varieties, tensor geometry, discrete differential geometry, and interactions between algebraic geometry, combinatorics, and game theory.

During my PhD, I plan to focus on Riemann surfaces and their moduli, higher Teichmüller theory, and Anosov representations, with an eye toward connecting Lie-theoretic structures with the analytic and dynamical geometry of surfaces.

Publications and preprints

  1. Secant varieties of flag varieties via Schur apolarity, with A. Bernardi and S. Canino. arXiv:2609.09301
  2. Stable Coexistence in Ecologies and Games, with T. O. Çelik, I. Portakal, and G. Zucal. arXiv:2609.09286
  3. Neural Point-Forms, with J. Hume, E. S. Ivshina, K. Maggs, P. Misof, and B. Trentini. Submitted arXiv:2605.15524

Theses

Talks and posters