2022
Margulis Conference
Through June 15, 2022 David Rubenstein Forum
Ergodic Geometry, Number Theory, and Margulis Legacy: The Next Generation
Zygmund-Calderón Lectures in Analysis Day 3: Pierre Raphael (Cambridge)
4:00–5:00 pm Eckhart Hall
As part of the Zygmund-Calderón Lectures in Analysis Pierre Raphael (Cambridge) will give three lectures. The second lecture is titled “Defocusing Singularities and Compressible Fluids.”
Zygmund-Calderón Lectures in Analysis Day 2: Pierre Raphael (Cambridge)
4:00–5:00 pm Eckhart Hall
As part of the Zygmund-Calderón Lectures in Analysis Pierre Raphael (Cambridge) will give three lectures. The second lecture is titled “Describing Singularities.”
Zygmund-Calderón Lectures in Analysis: Pierre Raphael (Cambridge)
4:00–5:00 pm Eckhart Hall
As part of the Zygmund-Calderón Lectures in Analysis Pierre Raphael (Cambridge) will give three lectures. The first lecture is titled “Singularity Formation in The Super Critical Rang.”
Billingsley Lectures on Probability: Fredrik Viklund
4:30–5:30 pm Kent 120
BILLINGSLEY LECTURES ON PROBABILITY
FREDRIK VIKLUND, Department of Mathematics, KTH Royal Institute of Technology, Stockholm, Sweden
“Interface dynamics and conformal maps”
Colloquium: Ewain Gwynne (UChicago)
3:00–4:00 pm Eckhart Hall
Ewain Gwynne (UChicago) will give a talk titled “Random Surfaces and Liouville Quantum Gravity” as part of the Math Department Colloquium Series.
Mathematics and Music
3:30–5:00 pm Ryerson Hall
The internationally acclaimed String Quartet and University of Chicago Don Michael Randel Ensemble-in-Residence, Quatuor Diotima will be presenting a lecture performance titled Mathematics and Music, in the Ryerson Lecture Hall 251 at 3:30 pm.
Colloquium: Yufei Zhao (MIT)
3:00–4:00 pm Eckhart Hall
Yufei Zhao (MIT) will give a talk titled “Equiangular lines and eigenvalue multiplicities” as part of the Math Department’s colloquia series.
Colloquium: Daniil Rudenko (UChicago)
3:30–4:30 pm Eckhart Hall
Daniil Rudenko will give a talk titled “Volumes of Hyperbolic Polytopes, Cluster Polylogarithms, and the Goncharov Depth Conjecture” as part of the Math Department’s colloquia series.