abgeschlossene Dissertationen
- Beyond Classical Random Matrix Ensembles: Some Results on Deviation
Principles
(Jens C. Sommerauer)
- Moderate deviations and Berry-Esseen bounds for random graphs and further
symmetric statistics
(Hanna Döring)
- Wigner theorems with correlations and deviations for the largest eigenvalue of biorthogonal ensembles
(Katrin Credner)
- Stein's method and applications to statistical mechanics
(Bastian Martschink)
- New developments in Stein’s method with applications
(Christian Döbler)
- Refined Asymptotics for Sums of Random Exponentials and for Nonlinear Functionals of Rademacher Random Variables
(Anselm Reichenbachs)
- The discrete Malliavin-Stein method for normal and Poisson approximation
(Kai Krokowski)
- Fine asymptotics for models with Gamma type moments and rates of convergence on Wiener space
(Lukas Knichel)
