Previous Conferences & Workshops

A nodal domain of a Laplacian eigenvector of a graph is a maximal connected component where it does not change sign.  Sparse random regular graphs have been proposed as discrete toy models of "quantum chaos", and it has accordingly been conjectured...

Abstract: The quadratic Monge optimal transportation problem can be revisited in Euler's language of Hydrodynamics as was explained by Jean-David Benamou and the speaker about 20 years ago. It turns out that Einstein's theory of gravitation, at...

Organizers: Tristan Buckmaster, Camillo De Lellis, Vladimir Sverak and László Székelyhidi Jr.

Summary:  The aim of the workshop was to bring together researchers working in incompressible fluid dynamics, with a special emphasis on the topics of...

Abstract: I will give a review of recent progress on finite-time singularity formation in incompressible fluid models.

Andras Juhasz
Alex Davies
Marc Lackenby
Alhussein Fawzi
Geordie Williamson

Fireside Chat

In December last year, a cover article of Nature described a collaboration between a team from DeepMind and several top mathematicians showing how tools from...

In 2017, Miller conjectured, based on computational evidence, that for any fixed prime $p$ the density of entries in the character table of $S_n$ that are divisible by $p$ goes to $1$ as $n$ goes to infinity.  K. Soundararajan and I proved this...