Forschungsschwerpunkte

 

• Limit theorems for weakly dependent random sequences and random fields (m-dependence, large deviations)

 

• Spatial large domain statistics (asymptotic goodness-of-fit tests, parametric and non-parametric estimation)

 

• Limit theorems in stochastic geometry and stereology (germ-grain models, random tessellations)

 

• Random marked point processes and their second-oder analysis (Brillinger-mixing, absolute regularity)

 

• Probabilistic and metric number theory (f-expansions, continued fraction expansions)