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A-Z
Projects
A: Stochastic and dynamical processes
A1
Spectral theory of aperiodic order
A2
Numerical analysis of high dimensional transfer operators
A3
Stochastic dynamics and bifurcations
A4
Asymptotics of spectral distributions
A5
Stochastic evolutions in continuum
A6
Analysis and stochastic processes on metric measure spaces
A8
Fine properties of long-range operators and processes
A9
Dynamics and asymptotic behaviour of stochastic evolution systems
A10
Nonlocal operators
B: Spectral structures
B1
Asymptotic distributions, lattices and groups
B2
Combinatorial and topological structure of aperiodic tilings
B3
Numerical analysis of equivariant evolution equations
B4
Kolmogorov operators and SPDE
B5
Algebraic geometry, cohomology and abelian varieties
B6
Invariant harmonic analysis and Selberg zeta functions
B7
Analysis of discretization methods for nonlinear evolution equations
B8
Initial value problems for nonlinear dispersive equations at critical regularity
C: Topological methods in algebra
C1
Gauge theoretical methods in manifold theory
C2
Linear algebraic groups over arbitrary fields
C3
Topological and spectral structures in representation theory
C4
Milnor conjecture, Galois cohomology and algebraic cobordism
C5
p-adic symmetric spaces, p-adic uniformisation and L-functions
C6
Groups, buildings, and model theory
C7
Automorphic representations and their local factors
C8
Finiteness Properties of Infinite Discrete Groups
C10
Local cohomology and support in representation theory
C11
Algebraic and analytic aspects of holomorphic Lagrangian fibrations
C12
Representation growth of arithmetic groups
C13
The geometry and combinatorics of groups
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