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Welcome to the homepage of the research group "Harmonic Analysis"

The main focus of our research is on the interplay between harmonic analysis and the modern theory of multivariable special functions.

Specifically, our current research  interests include:

  • Dunkl operators and special functions associated with root systems
  • Harmonic analysis on symmetric spaces and spherical functions
  • Asymptotic harmonic analysis
  • Convolution algebras and hypergroups
  • Applications: quantum integrable models,  random walks on algebraic structures
  • Probabilistic potential theory
  • Sample path properties of Lévy processes
  • Littlewood-Paley theory

News

Symmetries in Geometry, Analysis and Spectral Theory - Conference on the occasion of Joachim Hilgert's 60th Birthday

| The mathematical description of symmetries in terms of Lie groups can be found in various areas of modern mathematics. Although Lie theory has developed an independent interest, its applications to geometry, analysis and spectral theory are of…

Contact

Prof. Dr. Margit Rösler

Harmonic Analysis

Margit Rösler
Phone:
+49 5251 60-3067
Fax:
+49 5251 60-3516
Office:
D2.201

Office hours:

Presently only per mail and phone. 

 

Secretary

Daniela Hilmert

Computer Algebra and Number Theory

Daniela Hilmert
Phone:
+49 5251 60-2660
Fax:
+49 5251 60-3516
Office:
D2.348

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