The "Audiovisual Mathematics Library" is a sophisticated platform built on a corpus of talks given by worldwide mathematicians during their stay at CIRM. This new tool provides the functionalities of a high level search applied to indexed and enriched videos.
This platform is organized around 3 collections
Three types of audiovisual sources
: HD - 1 camera - static shot.
: HD - 3 cameras - edited while filming
: HD - 3 cameras and post edited - post edited and indexed with keywords and key concepts given by the speaker. These tags enable sequencing and viewing of chosen extracts.
Video of the week
Anyons are by definition particles with quantum statistics different from those of bosons and fermions. They can occur only in low dimensions, 2D being the most relevant case for this talk. They have ...
This school consists of an array of courses which at first glance may seem to have little in common. The underlying structure relating gauge theory to enumerative geometry to number theory is string ...
Given a finite connected undirected graph $X$, its fundamental group plays the role of the absolute Galois group of $X$. The familiar Galois theory holds in this setting. In this talk we shall ...
These lectures will address the dynamics of vector fields or diffeomorphisms of compact manifolds. For the study of generic properties or for the construction of examples, it is often useful to be ...
In this somewhat speculative talk I will briefly describe recent results with Xuwen Zhu on the boundary behaviour of the Weil-Petersson metric (on the moduli space of Riemann surfaces) and ongoing ...
Polyakov's formula expresses a difference of zeta-regularized determinants of Laplace operators, an anomaly of global quantities, in terms of simple local quantities. Such a formula is well known in ...
We prove a quantum Sabine law for the location of resonances in transmission problems. In this talk, our main applications are to scattering by strictly convex, smooth, transparent obstacles and ...
In joint work with Luc Hillairet, we show that the Laplacian associated with the generic finite area triangle in hyperbolic plane with one vertex of angle zero has no positive Neumann eigenvalues. ...