Arithmetic geometry of K3 surfaces
The aim of this programme is to break new ground in the arithmetic theory of K3 surfaces and closely related varieties (e.g., Enriques and elliptic surfaces; hyper-Kähler varieties), capitalising on a web of recent advances and conjectural frameworks. Progress on the arithmetic of K3 surfaces will likely have important consequences for more general questions about […]
Quantum Chaos
While the concept of chaos is well-established for classical interacting systems, a quantum mechanical formulation of chaos has yet to attain a comparable level of maturity. On one hand, classical notions like the butterfly effect need to be reimagined to accommodate the absence of phase-space trajectories and the inherent linearity of quantum dynamics. On the […]
Duality, Geometry, Physics
This one-week workshop aims to foster exchange of ideas between mathematicians working on various duality phenomena inspired by mathematical physics, as well as to bring together world experts and aspiring young researchers working in these area(s).
Young researchers in deterministic and probabilistic dispersive equations
The workshop aims at bringing together early career researcher in order to foster the communication and collaboration of researchers across a broad spectrum in the field of dispersive PDEs. Video Recordings : Monday 7 Nicolas Camps James Coe Yvonne Alama Bronsard Ambre Chabert Matthias Ostermann Tuesday 8 Ruoyuan Liu Leonardo Tolomeo Wednesday 9 C. Collot Maria […]
External Program 3: Synergies of combinatorics and theoretical computer science
August 19 – September 13 Recently, there have been several breakthroughs on long-standing open problems in combinatorics and theoretical computer science, resulting from such synergistic connections between these two areas. This month-long program is focusing on the connections and unifying themes between combinatorics and theoretical computer science. It includes a one-week workshop with leading experts […]
AI: reasoning and mathematics
Major progress is taking place in AI, particularly in text, image, audio processing. What about more complex reasoning tasks? Are current methods also breaking barriers in logic and mathematics? The even will cover recent results and developments on these topics.
Workshop Combinatorial Geometry and Number Theory
Combinatorial geometry is the study of extremal problems about finite arrangements of points, lines, circles, etc. Many questions have a strong intuitive appeal and can be explained to a layman. For instance, how many unit balls can be packed into a large box of a fixed volume? What is the maximum number of incidences between […]
External Program 2: New developments and challenges in Stochastic Partial Differential Equations
10 June – 16 August 2024 “New developments and challenges in Stochastic Partial Differential Equations“ is a Bernoulli Center Program aiming to bring together researchers in stochastic analysis working on different topics and with different tools but under the common denominator of the study of SPDEs. As part of the meeting, there will be 3 workshops […]
Probability in conformal field theory
A 2 week interdisciplinary workshop addressing 2-dimensional conformal field theory using probabilistic methods. We aim to provide a collaborative environment and to foster informal discussions and dialogue between different communities. The program will include 7 mini-courses and several related talks. The particular focus will be on Minimal models, Imaginary Liouville theory, Loop models and SLE/CLE, […]
External Program 1: Generation, evolution, and observations of cosmological magnetic fields
29 April – 07 June 2024 Generation, evolution, and observations of cosmological magnetic fields is a 6 week program at the Bernoulli Center with the objective to combine experts and young researchers in different areas related to cosmological magnetic fields. Website : https://indico.cern.ch/event/1334236/ The program is divided in three 2-week meetings. The first week of […]
