Moduli Spaces, Quantization and Poisson Geometry
(August 23-28, 2026)
Regularity of solutions of differential equations via diffeological groupoids
by Robert Yuncken (University of Lorraine)
Hypoelliptic Laplacian and the Fried conjecture
by Jean-Michel Bismut (Paris-Saclay University)
A normal approach to van Est maps
by Maria-Amelia Salazar (Universidad EAFIT)
Projective structures in Poisson geometry
by Daniele Sepe (Universidad Nacional de Colombia)
Noncommutative geometry of the Satake compactification
by Nigel Higson (Penn State University)
Differential geometry by way of C∞-rings
by Eugene Lerman (University of Illinois Urbana-Champaign)
Strong equivariant cohomological rigidity for four-dimensional Hamiltonian S1-manifolds
by Susan Tolman (University of Illinois at Urbana-Champaign)
The Moyal cohomology of the N=1 spinning particle
by Ezra Getzler (Northwestern University)
Discriminant groupoids of reflection groups
by Francis Bischoff (University of Regina)
Sklyanin Algebras via Lie Categories
by Marco Gualtieri (University of Toronto)
A Higher Differentiation and Van Est
by Chenchang Zhu (Georg-August-Universität Göttingen)
Dirac reduction of spaces of connections with several marked points and its inverse
by Alejandro Cabrera (Universitat Politècnica de Catalunya)
From Lagrangian Triple Indices to Differential K-homology
by Xiang Tang (Washington University in St. Louis)
Totally real torus fibrations
by Maarten Mol (University of Toronto)
Deformations of surface group representations
by William Goldman (University of Maryland)
Derived Lie groupoids and symplectic reduction
by Reyer Sjamaar (Cornell University)
Lie group valued moment maps, a long story
by Anton Alekseev (University of Geneva)
