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A: Algebra and logic
- A1: Algebraic vector bundles
- A2: p-adic group algebras
- A3: Moduli spaces of G-shtukas and period domains
- A4: Algebraic groups and model theory
- A5: Abstract classification theory: Topological spaces, groups and descriptive set theory
- A6: Borel Reducibility
B: Geometry and topology
- B1: Singular spaces and foliations
- B2: Geometric evolution equations
- B3: Geometry of scalar curvature
- B4: Reductive groups and combinatorial structures
- B5: Rigidity
- B6: Equivariant homotopy and homology
- B7: Measurable group theory and L2-invariants
- B8: Symplectic Geometry - Theory and Applications to Dynamics
C: Non-commutative geometry and probability
- C1: Non-commutative dynamical systems
- C2: Structure of non-commutative algebras and group actions
- C3: Group algebras
- C4: Mathematical aspects of quantum field theory
- C5: Random walks, branching, random media
- C6: Random matrices and iterated function systems
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