Nov 14 2018
Speaker: Ian Jauslin6:00pm | Dilworth Room
An atom is made of a positively charged nucleus and negatively charged electrons, interacting with each other via Coulomb forces. In this talk, I will review what is known, from a mathematical perspective, about this paradigmatic model, with a particular focus on questions...
Nov 07 2018
Speaker: June Huh6:00pm | Dilworth Room
The multivariate Tutte polynomial, known to physicists as the Potts-model partition function, can be defined for any finite graph. The function has a hidden convexity property that implies several nontrivial results concerning the combinatorics of finite sets. This talk will...
Oct 24 2018
Speaker: Melanie Wood6:00pm | Dilworth Room
We will recall the central limit theorem for random numbers, and then discuss the general principle of universality and what it might mean specifically in an analog of the central limit theorem for random groups.
Oct 17 2018
Speaker: Misha Gromov6:00pm | White Levy Room
Oct 10 2018
Speaker: Camillo De Lellis6:00pm | Dilworth Room
I will consider a very simple open problem in the theory of ODEs and give a brief overview on what is known about it. The problem is also an excuse to talk about a widely open subject in modern PDEs.
Apr 11 2018
Speaker: Mark Goresky6:00pm | White Levy Room
Hyperbolic 3-manifolds with arithmetic fundamental group exhibit many remarkable number theoretic properties. Is it possible that such manifolds live over finite fields (whatever that means)? In this talk I will give some evidence for this possibility.
Mar 28 2018
Speaker: Helen Wong6:00pm | Dilworth Room
The end of the previous century saw radical changes to three-dimensional topology, which arose from two completely different approaches. One breakthrough came from Thurston's introduction of hyperbolic geometry into the field. The second one came from the discovery of new...
Mar 21 2018
Speaker: Cancelled6:00pm | Dilworth Room
Mar 14 2018
Speaker: Guillaume Brunerie6:00pm | Dilworth Room
In addition to offering a formal system for doing ordinary (or "set-level") mathematics, Vladimir Voevodsky’s Univalent Foundations also suggest a new way of studying homotopy theory, called "synthetic homotopy theory". I will show how synthetic homotopy theory...
Feb 28 2018
Speaker: Lillian Pierce6:00pm | Dilworth Room
What do you do with a person who behaves in the worst possible way at every point in time? Well, I don’t know. But if you ask instead about an operator that picks out the worst possible behavior of a function, we sometimes know how to control it. We’ll mention some classical...