January 19, 2019

April 9-10, 2011
2nd Montreal-Toronto Workshop in Number Theory

Organizers :
Eyal Z. Goren (McGill University )
Stephen S. Kudla (University of Toronto )

Theme: Workshop on the arithmetic of Hilbert modular varieties

This workshop will be devoted to the arithmetic aspects of Hilbert modular varieites.
The main focus will be on the algebraic cycles on such varieties and their integral models,
Hirzebruch-Zagier cycles, Tate conjectures, and connections with modular forms and special values of L-functions.

Funding for these events is provided by the CRM and Fields Institutes.

For Audio & Slides of the Talks please click here


Saturday, April 9th
8:00 a.m. Morning Coffee and On-site Registration
9:00 a.m. Eyal Goren (McGill University)
A survey
10:45 a.m. Shervin Shahrokhi-Tehrani (University of Toronto)
Hilbert modular forms and cohomology
11:25 a.m. Dylan Attwell - Duval (McGill University)
Chern numbers of Hilbert modular varieties
12:10 p.m. Zavosh Amir-Khosravi (University of Toronto)
Integral models
12:40 p.m. Lunch Break
2:30 p.m. Fritz Hoermann (McGill University)
Toroidal compactifications
3:45 p.m. John Voight (University of Vermont)
Computing Hilbert modular forms
4:45 p.m. Coffee Break
5:15 p.m. Henri Darmon (McGill University)
Algebraic cycles on Hilbert modular varieties
7:15 p.m. Dinner/Banquet
Sunday, April 10th
8:00 a.m. Morning Coffee
9:00 a.m. Jayce Getz (McGill University)
TBA (joint work with Goresky)
10:05 a.m. Kumar Murty (University of Toronto)
Tate conjectures
11:15 a.m. Steve Kudla (University of Toronto)
Arithmetic special cycles and quartic CM points
12:10 p.m. Lunch Break and End of Workshop

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