Multiplicity algebras for rank 2 bundles on curves of small genus
Hitchin, N
International Journal of Mathematics
(01 Jan 2024)
Supersymmetry and the celestial Jacobi identity
Ball, A
Spradlin, M
Srikant, A
Volovich, A
Journal of High Energy Physics
volume 2024
issue 4
99
(18 Apr 2024)
Matrix models from black hole geometries
Sparks, J
Luscher, A
Boido, A
Journal of High Energy Physics (JHEP)
Professionals’ views on providing personalized recurrence risks for de novo mutations: implications for genetic counseling
Kay, A
Wells, J
Hallowell, N
Goriely, A
Journal of Genetic Counseling
FaceTouch: Detecting hand-to-face touch with supervised contrastive learning to assist in tracing infectious diseases
Mohamed, I
Lyons, T
PLoS ONE
I too [love] I2: a new class of hyperelastic isotropic incompressible models based solely on the second invariant
Kuhl, E
Goriely, A
Journal of the Mechanics and Physics of Solids
I too I 2 : A new class of hyperelastic isotropic incompressible models based solely on the second invariant
Kuhl, E
Goriely, A
Journal of the Mechanics and Physics of Solids
volume 188
105670
(Jul 2024)
Fri, 03 May 2024
12:00 -
13:00
Quillen Room
The canonical dimension of depth-zero supercuspidal representations
Mick Gielen
(University of Oxford)
Abstract
Associated to a complex admissible representation of a p-adic group is an invariant known is the "canonical dimension". It is closely related to the more well-studied invariant called the "wavefront set". The advantage of the canonical dimension over the wavefront set is that it allows for a completely different approach in computing it compared to the known computational methods for the wavefront set. In this talk we illustrate this point by finding a lower bound for the canonical dimension of any depth-zero supercuspidal representation, which depends only on the group and so is independent of the representation itself. To compute this lower bound, we consider the geometry of the associated Bruhat-Tits building.
Optimal-complexity and robust multigrid methods for high-order FEM
Brubeck Martinez, P