Harmonic analysis and functional analysis

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.
Seminar
We participate in the joint Analysis and Probability Seminar, usually on Tuesdays, 15:15-16:15 in room MV:L14
Faculty

Professor at Analysis and Probability Theory
Postdoc at Analysis and Probability Theory

Senior Lecturer at Analysis and Probability Theory
Senior Lecturer at Analysis and Probability Theory

Full Professor at Applied Mathematics and Statistics

Professor at Analysis and Probability Theory

Professor at Analysis and Probability Theory

Full Professor at Analysis and Probability Theory

Head of Unit at Analysis and Probability Theory

Programansvarig at Physics, Chemistry and Biological Engineering along with Mathematics and Engineering Preparatory Year

Senior Lecturer at Analysis and Probability Theory

Head of Division at Analysis and Probability Theory

Full Professor at Analysis and Probability Theory
Emeriti
PhD students

Doctoral Student at Analysis and Probability Theory
Doctoral Student at Analysis and Probability Theory
Doctoral Student at Analysis and Probability Theory
Doctoral Student at Analysis and Probability Theory
Doctoral Student at Analysis and Probability Theory

Doctoral Student at Analysis and Probability Theory
Doctoral Student at Analysis and Probability Theory