Liste des conférences plénières des congrès européens de mathématiques
# Liste des conférences plénières des congrès européens de mathématiques

Cette liste des conférences plénières des congrès européens de mathématiques donne les orateurs des conférences plénières ainsi que l'intitulé de leurs exposés lors des congrès européens de mathématiques qui ont lieu tous les quatre ans depuis 1992.

## 1992 Paris

* Vladimir Arnold Vasiliev's theory of discriminants and knots.
* László Babai Transparent proofs.
* Corrado de Concini Representations of quantum groups at roots of 1.
* Simon Donaldson Gauge theory and four-manifold topology.
* Björn Engquist Numerical approximations of hyperbolic conservation laws.
* Pierre-Louis Lions On some recent methods in nonlinear partial differential equations.
* Werner Müller (de) Geometry and spectral theory.
* David Mumford Computer vision from a mathematical perspective.
* Alain-Sol Sznitman Brownian motion and obstacles.
* Michèle Vergne Cohomologie equivariante et formules de caracteres.

## 1996 Budapest

* Noga Alon Randomness and pseudo-randomness on discrete mathematics.
* Gérard Ben Arous Large deviation as a common probabilistic tool for some problem of analysis, geometry and physics.
* Boris Dubrovin (en) Reflection groups quantum cohomologies and Painleve’s equations.
* János Kollár Low degree polynomial equations: arithmetic, geometry and topology.
* Jacques Laskar The stability of the Solar System.
* Dusa McDuff Recent progress in symplectic topology.
* Alexander Merkurjev K-theory and algebraic groups.
* Vitali Milman Surprising geometric phenomena of high-dimensional convexity theory.
* Stefan Müller Microstructures, geometry and the calculus of variations.
* Jean-Pierre Serre Correspondences and dictionaries in geometry and number theory.

## 2000 Barcelone

* Robbert Dijkgraaf (de), The Mathematics of M-Theory
* Hans Föllmer, Probabilistic aspects of financial risks.
* Hendrik W. Lenstra, Flags and lattice basic reduction.
* Yuri Manin, Moduli, motives, mirrors.
* Yves Meyer, The role of oscillations in non-linear problems.
* Carles Simó (de), New families of solutions in N-body problems.
* Marie-France Vignéras, Local Langlands correspondance for GL(n,Q_p) modulo l ≠ p.
* Oleg Viro, Dequantization of real algebraic geometry on logarithmic paper.
* Andrew Wiles, Galois representations and automorphic forms.

## 2004 Stockholm

* François Golse Hydrodynamic Limits
* Francesco Guerra (de) Mathematical aspects of mean field spin glass theory.
* Johan Håstad Efficient computational proofs and inapproximability.
* Andreï Okounkov Random surfaces and algebraic curves.
* Oded Schramm Conformally invariant random processes.
* Zoltán Szabó Holomorphic discs and low dimensional topology.
* Claire Voisin Recent progresses in Kaehler and Complex Algebraic Geometry.

## 2008 Amsterdam

* Luigi Ambrosio Optimal transportation and Evolution Problems in Spaces of Probability Measures
* Christine Bernardi From A Posteriori Analysis to Automatic Modelling
* Jean Bourgain New developments in Arithmetic Combinatorics
* Jean-François Le Gall The continuous limit of large random planar maps
* François Loeser The Geometry behind non-archimedean integrals
* László Lovász Very large graphs
* Matilde Marcolli Renormalization, Galois Symmetries and Motives
* Felix Otto Pattern formation and partial differential equations
* Nicolai Reshetikhin Topological Quantum Field Theory- 20 years later
* Richard Taylor The Sato-Tate conjecture.

## 2012 Cracovie

* Adrian Constantin (de) : Some mathematical aspects of water waves
* Camillo De Lellis : Dissipative solutions of the Euler equations
* Herbert Edelsbrunner (de) : Persistent homology and applications
* Mikhaïl Gromov : In search for a structure
* Christopher Hacon : Classification of Algebraic Varieties
* David Kazhdan : Classification of affine Kac-Moody-Groups over local and global fields
* Tomasz Łuczak : Treshold Behaviour of Random Discrete Structures
* Sylvia Serfaty : Renormalized Energy, Abrikosov lattice and log gases
* Saharon Shelah : Classifying classes of structures in model theory
* Michel Talagrand : Geometry of Stochastic Processes.

## 2016 Berlin

* Karine Chemla : How has one, and how could one, approach the diversity of mathematical cultures?
* Alexander Gaifullin (de): Flexible polyhedra and their volumes
* Gil Kalai: Combinatorics of boolean functions and more
* Antti Kupiainen: Quantum fields and probability
* Clément Mouhot: DeGiorgi-Nash-Moser and Hörmander theories: new interplays
* Daniel Peralta-Salas (de): Existence of knotted vortex structures in stationary solutions of the Euler equations
* Leonid Polterovich: Symplectic rigidity and quantum mechanics
* Peter Scholze: Perfectoid spaces and their applications
* Karen Vogtmann: The topology and geometry of automorphism groups of free groups
* Barbara Wohlmuth: Complexity reduction techniques for the numerical solution of PDEs.

## 2020/21 Portoroz

* Peter Bühlmann (de) : Statistical Learning: Causal-oriented and Robust
* Xavier Cabré (de) : Stable solutions to semilinear elliptic equations are smooth up to dimension 9
* János Pach : Escaping the curse of dimensionality in combinatorics
* Franc Forstnerič : Minimal surfaces from a complex analytic viewpoint
* Alice Guionnet (Bernoulli Lecture) : Bernoulli Random Matrices
* Gitta Kutyniok : The Mathematics of Deep Learning
* Monika Ludwig: Geometric Valuation Theory
* Alfio Quarteroni : The Beat of Math
* Karl-Theodor Sturm : Metric measure spaces and synthetic Ricci bounds
* Umberto Zannier (de) : Torsion in algebraic groups and problems which arise
