We study a wide range of problems in classical and modern analysis.
Our research interests include
- geometric analysis on spectral theory of differential operators on manifolds,
- real harmonic analysis and non-smooth partial differential equations,
- perturbation theory of differential operators,
- non-linear partial differential equations,
- special functions and their applications in physics,
- operator theory and operator algebras,
- non-commutative geometry,
- abstract harmonic analysis,
- non-standard analysis and its applications,
- topological K-theory and index theory,
- ergodic theory and application in geometry and number theory,
- representations of Lie groups,
- analysis on symmetric and locally symmetric spaces.
Research groups
Seminar
We participate in the joint Analysis and Probability Seminar.
