Moduli of curves, surfaces and their invariants

Moduli spaces are at the core of many algebraic geometers’ lives, as their geometry encodes the behavior of varieties in families. Studying cycle-theoretic, cohomological and arithmetic invariants of these spaces has proven to be of the utmost importance, with far-reaching applications in enumerative geometry, number theory and theoretical physics. The conference aims at bringing together researchers working on moduli of curves and surfaces, so to start a fruitful contamination of ideas and to foster informal discussions on the compelling open questions in these fields.

Confirmed Speakers

Veronica Arena | University of Cambridge
Ignacio Barros | Universiteit Antwerpen
Luca Battistella | Università di Bologna
Emma Brakkee | Universiteit Leiden
Andrei Bud | Goethe -Universität, Frankfurt am Main
Samir Canning | ETH Zürich
Alessio Cela | University of Cambridge
Samouil Molcho | Università degli Studi di Roma “La Sapienza”
Michele Pernice | KTH Stockholm
Roberto Pirisi | Università degli Studi Napoli Federico II
Luca Schaffler | Università degli studi Roma tre
Irene Spelta | Humboldt - Universität zu Berlin
Carolina Tamborini | Universität Duisburg Essen
Angelina Zheng | Universität Tübingen

Please note that for organizational purposes, registration is mandatory

We acknowledge the support of the Anna-Greta and Holger Crafoord's Fund and of Dipartimento di Matematica - Università di Pisa - Dipartimento di Eccellenza