Список пленарных докладов на Европейских математических конгрессах

Европейский математический конгресс (англ. European Congress of Mathematics, ECM) — крупнейшая европейская конференция, посвящённая математике; проводится раз в 4 года под эгидой Европейского математического общества. Первый конгресс прошёл в Париже в 1992 году[1]. Доклады на конгрессе делятся на пленарные (Plenary Lectures) и секционные (Invited Lectures).

Материалы конгресса впоследствии публикуются в Proceedings of European Congresses of Mathematics[2].

1992, Париж

1996, Будапешт

2000, Барселона

  • Robbert Dijkgraaf The Mathematics of M-Theory[5]
  • Hans Föllmer Probabilistic aspects of financial risks.
  • Hendrik W. Lenstra Flags and lattice basic reduction.
  • Манин, Юрий Иванович Moduli, motives, mirrors.
  • Мейер, Ив 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.
  • Виро, Олег Янович Dequantization of real algebraic geometry on logarithmic paper.
  • Уайлс, Эндрю Джон Galois representations and automorphic forms

2004, Стокгольм

  • François Golse Hydrodynamic Limits[6]
  • Francesco Guerra Mathematical aspects of mean field spin glass theory.
  • Johan Håstad Efficient computational proofs and inapproximability.
  • Окуньков, Андрей Юрьевич Random surfaces and algebraic curves.
  • Шрамм, Одед Conformally invariant random processes.
  • Zoltán Szabó Holomorphic discs and low dimensional topology.
  • Клэр Вуазен Recent progresses in Kaehler and Complex Algebraic Geometry.

2008, Амстердам

  • Luigi Ambrosio Optimal transportation and Evolution Problems in Spaces of Probability Measures[7]
  • Christine Bernardi From A Posteriori Analysis to Automatic Modelling
  • Бургейн, Жан 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
  • Ловас, Ласло Very large graphs
  • Matilde Marcolli Renormalization, Galois Symmetries and Motives
  • Felix Otto Pattern formation and partial differential equations
  • Решетихин, Николай Юрьевич Topological Quantum Field Theory- 20 years later
  • Тейлор, Ричард Лоуренс The Sato-Tate conjecture

2012, Краков

  • Adrian Constantin Some mathematical aspects of water waves[8]
  • Camillo De Lellis Dissipative solutions of the Euler equations
  • Herbert Edelsbrunner Persistent homology and applications
  • Громов, Михаил Леонидович In search for a structure
  • Christopher Hacon Classification of Algebraic Varieties
  • Каждан, Давид Classification of affine Kac-Moody-Groups over local and global fields
  • Томаш Лучак Treshold Behaviour of Random Discrete Structures
  • Sylvia Serfaty Renormalized Energy, Abrikosov lattice and log gases
  • Шелах, Сахарон Classifying classes of structures in model theory
  • Michel Talagrand Geometry of Stochastic Processes

2016, Берлин

  • Karine Chemla How has one, and how could one, approach the diversity of mathematical cultures?[9]
  • Гайфуллин, Александр Александрович 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
  • Полтерович, Леонид Викторович Symplectic rigidity and Quantum Mechanics
  • Петер Шольце 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

См. также

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