Workshop on Asymptotic Representation Theory: February 20—24 2017
Organizers: Valentin Féray, Pierre-Loïc Méliot
The workshop is now over. Thank you to all speakers and participants! The slides of most beamer presentations are available below.
Invited talks:
- Alexey Bufetov (MIT): Asymptotics of stochastic particle systems via Schur generating functions [slides]
- Reda Chhaibi (Université Paul Sabatier, Toulouse): Functional equations in number theory and the reflection principle for random walks [slides]
- Benoît Collins (Kyoto University): Weingarten Calculus through orthogonality relations
- Ivan Corwin (Columbia University): Stochastic quantum integrable systems
- Manon Defosseux (Université Paris V): Space-time Brownian motion in an affine Weyl chamber and radial part of an Hermitian Brownian sheet [slides]
- Maciej Dołęga (University of Poznań): Gaussian fluctuations of Jack-deformed random Young diagrams [slides]
- Alexander Gnedin (Queen Mary, University of London): Spherically Symmetric Random Permutations [slides]
- Cédric Lecouvey (University François Rabelais, Tours): Harmonic functions on multiplicative graphs and weight polytopes of representations [slides]
- Sho Matsumoto (Kagoshima University): Plancherel measures on strict partitions: polynomiality and limit shape problems [slides]
- Jonathan Novak (University of California in San Diego): Semiclassical asymptotics of \(\mathrm{GL}_N(\mathbb{C})\) tensor products [slides]
- Greta Panova (University of Pennsylvania): Hook formulas for skew shapes and asymptotics of skew SYTs [slides]
- Leonid Petrov (University of Virginia): Characters of infinite-dimensional unitary group and particle systems [slides]
- Arun Ram (University of Melbourne): A Fock space plan
- Dan Romik (University of California in Davis): An asymptotic formula for the number of n-dimensional representations of \(\mathrm{SU}(3)\), the Witten zeta function and the Bernoulli numbers
- Anne Schilling (University of California in Davis): Random walks from semigroup representations [slides]
- Piotr Śniady (Polish Academy of Sciences): Jack characters: dual combinatorics of Jack polynomials [slides]
- Pierre Tarrago (Centro de Investigación en Matemáticas, Mexico): Asymptotic study of the graph of zigzag diagrams [slides]
- Lauren Williams (University of California in Berkeley): Newton-Okounkov bodies and cluster duality for the Grassmannian
- Martha Yip (University of Kentucky): Generalized Kostka polynomials [slides]
