Liste der Plenarvorträge auf den Europäischen Mathematikerkongressen
# Liste der Plenarvorträge auf den Europäischen Mathematikerkongressen

Die Liste der Plenarvorträge auf den Europäischen Mathematikerkongressen listet die Plenarvorträge auf den alle vier Jahre seit 1992 stattfindenden Europäischen Mathematikerkongressen.

## 1992 Paris

* Wladimir Arnold Vasiliev's theory of discriminants and knots.
* Laszlo 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 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 Anatoljewitsch Dubrowin 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 Barcelona

* Robbert Dijkgraaf 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 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 Mathematical aspects of mean field spin glass theory.
* Johan Håstad Efficient computational proofs and inapproximability.
* Andrei 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 Krakau

* Adrian Constantin Some mathematical aspects of water waves
* Camillo De Lellis Dissipative solutions of the Euler equations
* Herbert Edelsbrunner Persistent homology and applications
* Michail Leonidowitsch Gromow 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: 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: 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: Statistical Learning: Causal-oriented and Robust
* Xavier Cabré: 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: Torsion in algebraic groups and problems which arise
