2025
Department Colloquium: Emil Martinec
3:00–4:00 pm Eckhart Hall, Room 202
A talk titled, “Whats The Matter With Geometry? How String Theory Generalizes General Relativity” as part of the department colloquia series.
Department Colloquium: Antonio Auffinger
3:00–4:00 pm Eckhart Hall, Room 202
A talk titled “Dimension Reduction Methods for Data Visualization” will be given as part of the departments colloquia series.
Department Colloquium: Eduard Looijenga (UChicago)
3:00–4:00 pm Eckhart Hall, Room 202
A talk titled “Towards a Nielsen/Thurston Program For K3 Manifolds” will be given as part of the department colloquia.
Department Colloquium: Frederick Manners (UCSD)
3:00–4:00 pm Eckhart Hall, Room 202
A talk title “Marton’s Polynomial Freiman—Ruzsa Conjecture” will be given as part of the department colloquia series.
Department Colloquium: Leonid Polterovich (Tel Aviv University and University of Chicago)
3:00–4:00 pm Eckhart Hall, Room 202
A talk titled ” Symplectic Maps: Geometry, Algebra, Dynamics ” will be given as part of the department colloquia series.
Department Colloquium: Maksym Radziwill (Northwestern)
3:00–4:00 pm Eckhart Hall, Room 202
A talk titled “Branching Processes In Random Matrix Theory and Analytic Number Theory” will be given as part of the department colloquia series.
Colloquium: Mehtaab Sawney (Columbia University)
3:00–4:00 pm Eckhart Hall, Room 202
Mehtaab Sawney will give a talk titled “Improved Bounds for Szemeredi’s Theorem” as part of the Math Department Colloquium Series.
2024
Colloquium: Jiajie Chen (Courant Institute / NYU)
2:30–3:30 pm Eckhart Hall, Room 202
Jiajie Chen will give a talk titled “Singularity Formation In Fluids” as part of the Math Department Colloquium Series.
Colloquium: Mingjia Zhang (IAS)
3:00–4:00 pm Eckhart Hall, Room 206
Mingjia Zhang will give a talk titled “P-adic Geometry And The Langlands Program” as part of the Math Department Colloquium Series.
Colloquium: Alexander Petrov (MIT)
3:00–4:00 pm Eckhart Hall, Room 202
Alexander Petrov will give a talk titled “Arithmetic Properties of Monodromy Representations of Families of Algebraic Varieties” as part of the Math Department Colloquium Series.