A Arithmetic Geometry and Representation Theory
A01 Automorphic forms and the p-adic Langlands programme
A02 Moduli spaces of p-adic Galois representations
A03 Special cycles on moduli spaces of G-shtukas
A04 New cohomology theories for arithmetic schemesB Differential Geometry and Analysis
B01 Curvature and Symmetry
B02 Geometric evolution equations
B03 Moduli spaces of metrics of positive curvature
B04 Harmonic maps and symmetry
B05 Scalar curvature in Kähler geometryC Topology and Group Theory
C01 Automorphisms and embeddings of manifolds
C02 Homological algebra for stable ∞-categories
C03 K-theory of group algebras
C04 Hyperbolic groups acting sharply 2- or 3-transitively and the Burnside problem
C05 Rigidity of group topologies and universal minimal flowsD Operator Algebras and Noncommutative Geometry
D01 Amenable dynamics via C*-algebras
D02 Exotic crossed products and the Baum–Connes conjecture
D03 Integrability
D04 Entropy, orbit equivalence, and dynamical tilings
