Previous programs

2010 spring

Dynamics and PDE:s

2009 fall

Mathematical Logic: Set theory and model theory

2009 spring

Discrete Probability

2008 fall

Geometry, Analysis, and General Relativity

2008 spring

Complex Analysis of Several Variables

2007 fall

Stochastic Partial Differential Equations
Directed by Marta Sanz-Solé (University of Barcelona), Bernt Øksendal (University of Oslo) and Michael Röckner (University of Bielefeld)

2006/2007

Moduli Spaces
Directed by Torsten Ekedahl (Stockholm University) and Carel Faber (KTH Stockholm)

2006 spring

Algebraic Topology
Directed by Bjørn Jahren (Oslo), Kathryn Hess (Lausanne), and Bob Oliver (Paris).

2005 fall

Wave Motion
Directed by Adrian Constantin (Lund), Constantine Dafermos (Brown), Helge Holden (Trondheim), Kenneth H. Karlsen (Oslo), and Walter Strauss (Brown)

2005 spring

Algebraic Combinatorics
Directed by Anders Björner (KTH Stockholm), Chairman, and Richard Stanley (MIT).

2004 fall

Queuing Theory and Teletraffic Theory
Directed by Ingemar Kaj, (Uppsala) Chairman, Sören Asmussen (Lund), Gunnar Karlsson (KTH Stockholm), Jorma Virtamo (Helsinki).

2003/2004

Noncommutative Geometry
Directed by Fred van Oystaeyen (Antwerpen), Chairman, Michael Artin (MIT), Alain Connes (Paris), Arnfinn Laudal (Oslo), Yuri Manin (Bonn), and Claudio de Procesi (Rome).

2003 spring

Mathematical Control and Systems Theory
Directed by Anders Lindqvist (KTH Stockholm), Christopher I.Byrnes (Washington University St Louis), Clyde Martin (Texas Tech University) and Anders Rantzer (Lund).

2002 fall

Partial Differential Equations and Spectral Theory
Directed by Ari Laptev (KTH Stockholm), Victor Guillemin (MIT) and Bernard Helffer (Orsay).

2001/2002

Probability and Conformal Mappings
Directed by Lennart Carleson (KTH Stockholm), Peter Jones (Yale) and Nikolai Makarov (Cal Tech).

2000/2001

Mathematical Logic
Directed by Dag Norman (Oslo), Per Martin-Löf (Stockholm), Viggo Stoltenberg-Hansen (Uppsala), and Jouko Väänänen (Helsinki).

1999/2000

Potential Theory and Nonlinear Partial Differential Equations
Directed by Cathrine Bandle (Basel), Matts Essén (Uppsala), Björn Gustafsson (KTH Stockholm), V. Maz'ya (Linköping), and Henrik Shahgholian (KTH Stockholm).

1998/1999

Topology and Geometry of Quantum Fields
Directed by Jouko Mickelsson (KTH Stockholm), Antti Niemi (Uppsala), and Oleg Viro (Uppsala).

1997/1998

Computational Methods for Differential Equations
Directed by: Björn Engquist (Stockholm), Claes Johnson (Göteborg), Heinz-Otto Kreiss (Stockholm), and Vidar Thomée (Göteborg)

1996/1997

Enumerative Geometry and its Interaction with Theoretical Physics
Directed by: Geir Ellingsrud (Oslo), Dan Laksov (Stockholm), Stein Arild Strømme (Bergen), and Anders Thorup (Copenhagen)

1995/1996

Analysis on Lie Groups
Directed by: Mogens Flensted-Jensen (Copenhagen), Gestur Olafsson (Roskilde), Peter Sjögren (Göteborg), and Bent Ørsted (Odense)

1994/1995

Statistical Mechanics and Stochastic Analysis
Directed by: Peter Jagers (Göteborg), Antti Kupiainen (Helsinki), and Bernt Øksendal (Oslo)

1993/1994

Topology and Algebraic K-theory
Directed by: Marcel Bökstedt (Aarhus), Bjørn Jahren (Oslo), Ib Madsen (Aarhus), and Bob Oliver (Paris)

1992/1993

Spectral Problems in Mathematical Physics - Schrödinger Operators
Directed by: Bernard Helffer (Paris), Arne Jensen (Aalborg), and Johannes Sjöstrand (Orsay)

1991/1992

Combinatorics
Directed by: Anders Björner (Stockholm)

1990/1991

Operator Theory and Complex Analysis
Directed by: Jaak Peetre (Stockholm)
History of Mathematics
Directed by: Jesper Lützen (Copenhagen)

1989/1990

Hyperbolic Geometry and Quasiconformal Mappings
Directed by: Seppo Rickman and Pekka Tukia (both Helsinki)

1988/1989

Operator Algebras
Directed by: Uffe Haagerup (Odense) and Erling Størmer (Oslo)

1987/1988

Several Complex Variables
Directed by: John Fornaess (Princeton) and C. Kiselman (Uppsala)

1986/1987

Algebraic Geometry

1985/1986

Non-linear Differential Equations

1984/1985

Non-linear Differential Equations

1983/1984

Problems of Iteration in Classical Real and Complex Analysis

1982/1983

Hardy Spaces

1981/1982

Many Particle Theory and Scattering Theory in Quantum Mechanics

1980/1981

Commutative Algebra

1979/1980

Algebraic Geometry; Operator Theory

1978/1979

Algebraic Geometry and Geometry of Banach Spaces

1977/1978

Analytic Number Theory and Harmonic Analysis

1976/1977

Arne Beurling Year

1975/1976

Partial Differential Operators

1974/1975

Scattering Theory; Pseudodifferential and Fourier Integral Operators

1973/1974

Regularity Problems for Dirichlet Spaces

1972/1973

Probability Theory with Applications to Physics

1971/1972

Quasi-conformal Mappings

1970/1971

Harmonic Analysis

1969/1970

Harmonic Analysis