Workshop on Recent Developments in Hodge Theory and O-minimality
Sponsored by Dr. John P. Hempel
Organizer: Jacob Tsimerman
We will focus on recent developments in Hodge theory, which has emerged as both a unifying framework and powerful tool for problems in arithmetic and unlikely intersections. The goal will also be to flesh out the connections to O-minimality, which has become inextricably linked to many different aspects of this field.
Speakers:
Yohan Brunebarbe, University Bordeaux
Haohua Deng, Dartmouth College
Philip Engel, University of Illinois
Ziyang Gao, IAS
Asvin Gothandaraman, IAS
Giada Grossi, IAS
Philipp Habegger, University of Basel
Gareth Jones, University of Manchester
Dmitry Novikov, IAS
Alexander Petrov, MIT
Jonathan Pila, IAS
Thomas Scanlon, University of California, Berkeley
Michal Szachniewicz, IAS
Qixiang Wang, University of Paris, Saclay
Alex Youcis, University of Toronto
Registration:
(Seating is limited and you must be registered to attend this workshop in person. IAS Faculty and Members along with speakers do not need to register.)
All talks will be recorded and posted to the School of Math Video website to watch in the future.
To register please go here: https://www.eventbrite.com/e/workshop-on-recent-developments-in-hodge-theory-and-o-minimality-tickets-1979876694490?aff=oddtdtcreator