We study a wide range of problems in classical and modern analysis, including spectral theory of differential operators on manifolds, real harmonic analysis and nonsmooth partial differential equations, perturbation theory, nonlinear partial differential equations, special functions and their applications in physics, operator theory and operator algebras, noncommutative geometry, abstract harmonic analysis, topological Ktheory and index theory, ergodic theory and application in geometry and number theory, representations of Lie groups and analysis on symmetric and locally symmetric spaces.
Seminars
We participate in the joint
Analysis and Probability Seminar usually on Tuesdays, 15:1516:15, room MV:L14. It is also announced on the
Calendar of Mathematical Sciences.
Members
Michael Björklund 
Dynamical systems related to homogeneous spaces 
Gianmarco Brocchi 
Real and harmonic analysis 
Ulla Dinger 

Eusebio Gardella 
Functional analysis, C*dynamical systems 
Torbjörn Lundh 

Jana Madjarova 
Partial differential equations 
Maria Roginskaya 
Functional analysis, measure theory, fourier analysis 
Andreas Rosén 
Real harmonic analysis and nonsmooth partial differential equations 
Hjalmar Rosengren 
Special functions and applications 
Julie Rowlett 
Spectral theory 
Tatiana Shulman 
Functional analysis, in particular operator algebras 
Lyudmila Turowska 
Operator theory and operator algebras 
Genkai Zhang 
Representations of Lie groups and analysis on symmetric spaces 


Emeriti 

Jöran Bergh 
Analysis and various applications of mathematics to science and technology 
Philip Brenner 

Peter Kumlin 
Nonlinear PDE 
Grigori Rozenblioum 
Mathematical problems arising in physics, especially quantum physics 
Peter Sjögren 
Maximal functions and singular integrals 


Postdocs 

Clemens Weiske 
Representation theory of Lie groups and applications in related fields 


PhD students 

Mattias Byléhn 
Harmonic analysis and dynamical systems 
Rickard Cullman 
Functional analysis 
Åse Fahlander 
Functional analysis 
Jan Gundelach 
Noncommutative geometry, (operator) algebras and stochastic processes 
Robin van Haastrecht 
Weighted Fourier algebras 
CarlJoar Karlsson 
Geometry, analysis, applications in ecology, imaging and physics, and game theory 
Alexey Kuzmin 
Ktheory and Khomology, operator algebras 


External 

Dragu Atanasiu 
