Forschungsinteressen
 

Geometric Functional Analysis

• Geometry of convex bodies and random convex sets
• Local theory of Lp spaces
• Structure of Operator ideals and matrix spaces
• Geometry of projective tensor products
• s-Numbers of compact operators

Probability Theory

• Non-asymptotic theory of random matrices
• Limit theorems and Large deviations for random geometric structures
• Limit theorems and Large deviations for lacunary systems
• Order statistics

Information-based Complexity

• High-dimensional numerical integration
• Dispersion of point sets
• Random information in approximation problems

Gebäude: HK30
Raum: 203
Telefon: +49 851 509 5092
Email: yvonne.seemann@uni-passau.de

Forschungsinteressen

• Approximation in Banach spaces
• Dispersion of point sets
• High-dimensional numerical integration
• Random information in approximation problems

Forschungsinteressen

• Limit theorems and Large deviations for random geometric structures
• Limit theorems and Large deviations for lacunary systems
• Multidimensional Diophantine approximation 
• Probabilistic and metric number theory

Forschungsinteressen

• Limit theorems and Large deviations for random geometric structures
• Limit theorems and Large deviations for lacunary systems

Forschungsinteressen

• Limit theorems for random geometric structures
• Functional inequalities in convex geometry
• Brunn-Minkowsky type inequalities