Fabio Tanturri

Fabio Tanturri is an Associate Professor at the Department of Mathematics, University of Genoa. He specializes in algebraic geometry with a focus on vector bundles, degeneracy loci, and Fano varieties. His teaching responsibilities include courses in Linear Algebra, Analytic Geometry, and Algebraic Geometry at both undergraduate and master's levels.

• Linear Algebra and Analytic Geometry (code 80106) - Mathematics Degree
• Geometry 2 (code 25910) - Mathematics Degree
• Introduction to Algebraic Geometry (code 61707) - Master's Degree in Mathematics
• Geometry (code 56716) - Electrical Engineering Degree

His research explores geometric constructions in algebraic varieties, particularly focusing on Fano 3-folds via homogeneous vector bundles and the interplay between Coble cubics and orbital degeneracy loci. He has contributed to understanding unirationality of moduli spaces of pointed curves.

Recent publications highlight his work on Ulrich sheaves, polyvector fields, and geometric structures in moduli spaces. He can be contacted at fabio.tanturri@unige.it for academic inquiries.