Browsing Workshops 2022 by MSC "81"
Now showing items 1-6 of 6
-
2248b - Mini-Workshop: A Geometric Fairytale full of Spectral Gaps and Random Fruit
[OWR-2022-53] (2022) - (27 Nov - 03 Dec 2022)In many situations, most prominently in quantum mechanics, it is important to understand well the eigenvalues and associated eigenfunctions of certain self-adjoint differential operators. The goal of this workshop was ... -
2240a - Mini-Workshop: Zero-Range and Point-Like Singular Perturbations: For a Spillover to Analysis, PDE and Differential Geometry
[OWR-2022-44] (2022) - (02 Oct - 08 Oct 2022)The field of contact interactions and perturbations of differential operators supported on subsets with non-trivial co-dimension is an increasingly active mainstream of mathematical physics (in particular, operator and ... -
2231 - Non-Commutative Geometry and Cyclic Homology
[OWR-2022-35] (2022) - (31 Jul - 06 Aug 2022)The meeting displayed the cyclic theory as a fundamental mathematical tool with applications in diverse domains such as analysis, algebraic K-theory, algebraic geometry, arithmetic geometry, solid state physics and quantum ... -
2212b - Recent Developments in Representation Theory and Mathematical Physics
[OWR-2022-16] (2022) - (20 Mar - 26 Mar 2022)This mini-workshop was devoted to foster the interactions between mathematicians and mathematical physicists who are working on questions related to representation theory. This includes for example the representation theory ... -
2229 - The Renormalization Group
[OWR-2022-33] (2022) - (17 Jul - 23 Jul 2022)The renormalization group was originally introduced as a multiscale approach to quantum field theory and the theory of critical phenomena, explaining in particular the universality observed e.g. in critical exponents. ... -
2222 - Universality: Random Matrices, Random Geometry and SPDEs
[OWR-2022-27] (2022) - (29 May - 04 Jun 2022)The postulate that large random systems can be described by limiting objects whose characteristic do not depend on the exact details of the models one started from is central in probability theory, under the name of ...