A: Stochastic and Dynamical Processes | ||
| A1 |
Spectral theory of aperiodic order Principal Investigator: Michael Baake |
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| A3 |
Stochastic processes and dynamics in random media Principal Investigator: Barbara Gentz |
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| A4 |
Asymptotics of spectral distributions Principal Investigator: Friedrich Götze |
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| A5 |
Stochastic evolutions in continuum Principal Investigator: Yuri Kondratiev |
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| A6 |
Analysis and stochastic processes on metric measure spaces Principal Investigator: Alexander Grigor'yan |
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| A8 |
Fine properties of long-range operators and processes Principal Investigator: Moritz Kaßmann |
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B: Spectral Structures | ||
| B1 |
Diophantine inequalities, spectral structures and linear algebraic groups Principal Investigators: Herbert Abels, Friedrich Götze |
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| B2 |
Combinatorial and topological structure of aperiodic tilings Principal Investigators: Michael Baake, Franz Gähler |
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| B3 |
Numerical analysis of equivariant evolution equations Principal Investigator: Wolf-Jürgen Beyn |
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| B4 |
Kolmogorov operators and SPDE Principal Investigator: Michael Röckner |
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| B5 |
Algebraic geometry, cohomology and abelian varieties Principal Investigator: Thomas Zink |
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C: Topological Methods in Algebra | ||
| C1 |
Gauge theoretical methods in manifold theory Principal Investigator: Stefan Bauer |
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| C3 |
Topological and spectral structures in representation theory Principal Investigators: Henning Krause, Claus Michael Ringel |
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| C7 |
Automorphic representations and their local factors Principal Investigators: Werner Hoffmann, Michael Spieß |
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| C8 |
Finiteness Properties of Infinite Discrete Groups Principal Investigator: Kai-Uwe Bux |
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| C10 |
Local cohomology and support in representation theory Principal Investigator: Henning Krause |
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Z: Administrative Project | ||
| Z | Administrative Project | |
