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Liste der Plenarvorträge auf den Internationalen Mathematikerkongressen Die listet die Plenarvorträge auf den Internatio

Liste der Plenarvorträge auf den Internationalen Mathematikerkongressen

Die Liste der Plenarvorträge auf den Internationalen Mathematikerkongressen listet die Plenarvorträge auf den Internationalen Mathematikerkongressen.

Bei russischen Vorträgen wird der Vortragstitel in der Übersetzungssprache der Vortragsbände angegeben.

1897 Zürich Bearbeiten

  • Henri Poincaré: Sur les rapports de l’analyse pure et de la physique mathématique
  • Adolf Hurwitz: Über die Entwicklung der allgemeinen Theorie der analytischen Funktionen in neuerer Zeit
  • Giuseppe Peano: Logica matematica
  • Felix Klein: Zur Frage des höheren mathematischen Unterrichts

1900 Paris Bearbeiten

1904 Heidelberg Bearbeiten

1908 Rom Bearbeiten

1912 Cambridge Bearbeiten

1920 Straßburg Bearbeiten

1924 Toronto Bearbeiten

1928 Bologna Bearbeiten

1932 Zürich Bearbeiten

  • James Waddell Alexander: Some Problems in Topology.
  • Sergei Bernstein: Sur les liaisons entre quantités aléatoires.
  • Ludwig Bieberbach: Operationsbereiche von Funktionen.
  • Harald Bohr: Fastperiodische Funktionen einer komplexen Veränderlichen.
  • Constantin Carathéodory: Über die analytischen Abbildungen durch Funktionen mehrerer Veränderlicher.
  • Torsten Carleman: Sur la théorie des équations intégrales linéaires et ses applications.
  • Élie Cartan: Sur les espaces riemanniens symétriques.
  • Rudolf Fueter: Idealtheorie und Funktionentheorie.
  • Gaston Julia: Essai sur le développement de la théorie des fonctions de variables complexes.
  • Karl Menger: Neuere Methoden und Probleme der Geometrie.
  • Marston Morse: The Calculus of Variations in the Large.
  • Rolf Nevanlinna: Über die Riemannsche Fläche einer analytischen Funktion.
  • Emmy Noether: Hyperkomplexe Systeme in ihren Beziehungen zur kommutativen Algebra und zur Zahlentheorie.
  • Wolfgang Pauli: Mathematische Methoden der Quantenmechanik.
  • Frigyes Riesz: Sur l’existence de la dérivée des fonctions d’une variable réelle et des fonctions d’intervalle.
  • Francesco Severi: La théorie générale des fonctions analytiques de plusieurs variables et la géométrie algébrique.
  • Waclaw Sierpinski: Sur les ensembles de points qu’on sait définir effectivement.
  • Julius Stenzel: Anschauung und Denken in der klassischen Theorie der griechischen Mathematik.
  • Nikolai Grigorjewitsch Tschebotarjow: Die Aufgaben der modernen Galoisschen Theorie
  • Georges Valiron: Le théorème de Borel-Julia dans la théorie des fonctions méromorphes.
  • Rolin Wavre: L’aspect analytique du problème des figures planétaires.

1936 Oslo Bearbeiten

1950 Cambridge Bearbeiten

1954 Amsterdam Bearbeiten

1958 Edinburgh Bearbeiten

1962 Stockholm Bearbeiten

  • Lars Ahlfors: Teichmüller Spaces.
  • Armand Borel: Arithmetic Properties of Linear Algebraic Groups.
  • Alonzo Church: Logic, Arithmetic, and Automata.
  • Eugene Dynkin: Markov Processes and Problems in Analysis. (russisch)
  • Beno Eckmann: Homotopy and Cohomology Theory.
  • Israel Gelfand: Automorphic Functions and the Theory of Representations. (russisch)
  • Hans Grauert: Die Bedeutung des Levischen Problems für die analytische and algebraische Geometrie.
  • Peter Henrici: Problems of Stability and Error Propagation in the Numerical Integration of Ordinary Differential Equations.
  • Jean-Pierre Kahane: Transformées de Fourier des fonctions sommables.
  • John Milnor: Topological Manifolds and Smooth Manifolds (Preisträger der Fields-Medaille im selben Jahr)
  • M. H. A. Newman: Geometrical Topology.
  • Louis Nirenberg: Some Aspects of Linear and Nonlinear Partial Differential Equations.
  • Igor Schafarewitsch: Algebraic Number Fields. (russisch)
  • Atle Selberg: Discontinuous Groups and Harmonic Analysis (Preisträger der Fields-Medaille 1950)
  • Jean-Pierre Serre: Géométrie algébrique (Preisträger der Fields-Medaille 1954)
  • Jacques Tits: Groupes simples et géométries associées.

1966 Moskau Bearbeiten

1970 Nizza Bearbeiten

1974 Vancouver Bearbeiten

1978 Helsinki Bearbeiten

1983 Warschau Bearbeiten

  • Wladimir Arnold: Singularities of Ray Systems.
  • Paul Erdős: Extremal Problems in Number Theory, Combinatorics, and Geometry.
  • Wendell Fleming: Optimal Control of Markov Processes.
  • Christopher Hooley: Some Recent Advances in Analytical Number Theory.
  • Wu-Chung Hsiang: Geometric Applications of Algebraic K-Theory.
  • Peter Lax: Problems Solved and Unsolved Concerning Linear and Non-Linear Partial Differential Equations.
  • Wiktor Pawlowitsch Maslow: Non-Standard Characteristics in Asymptotical Problems.
  • Barry Mazur: Modular Curves and Arithmetic.
  • Robert MacPherson: Global Questions in the Topology of Singular Spaces.
  • Aleksander Pełczyński: Structural Theory of Branch Spaces and Its Interplay with Analysis and Probability.
  • Gilles Pisier: Finite rank projections on Banach spaces and a conjecture of Grothendieck
  • David Ruelle: Turbulent Dynamical Systems.
  • Mikio Satō: Monodromy Theory and Holonomic Quantum Fields – a New Link between Mathematics and Theoretical Physics.
  • Yum-Tong Siu: Some Recent Developments in Complex Differential Geometry.

1986 Berkeley Bearbeiten

1990 Kyoto Bearbeiten

  • Spencer Bloch: Algebraic K-Theory, Motives, and Algebraic Cycles.
  • Stephen Cook: Computational Complexity of Higher Type Functions.
  • Boris Feigin: Conformal Field Theory and Cohomologies of the Lie Algebra of Holomorphic Vector Fields on a Complex Curve.
  • Andreas Floer: Elliptic Methods in Variational Problems.
  • Yasutaka Ihara: Braids, Galois Groups, and Some Arithmetic Functions.
  • Vaughan Jones: Von Neumann Algebras in Mathematics and Physics (Preisträger der Fields-Medaille im selben Jahr)
  • László Lovász: Geometric Algorithms and Algorithmic Geometry.
  • George Lusztig: Intersection Cohomology Methods in Representation Theory.
  • Andrew Majda: The Interaction on Non-Linear Analysis and Modern Applied Mathematics.
  • Gregori Margulis: Dynamical and Ergodic Properties of Subgroup Actions on Homogeneous Spaces with Applications to Number Theory (Preisträger der Fields-Medaille 1978)
  • Richard Melrose: Pseudodifferential Operators, Corners and Singular Limits.
  • Shigefumi Mori: Birational Classification of Algebraic Threefolds (Preisträger der Fields-Medaille im selben Jahr)
  • Jakow Grigorjewitsch Sinai: Hyperbolic Billiards.
  • Karen Uhlenbeck: Applications of Non-Linear Analysis in Topology.
  • Alexander Nikolajewitsch Wartschenko (Varchenko): Multidimensional Hypergeometric Functions in Conformal Field Theory, Algebraic K-Theory, Algebraic Geometry.

1994 Zürich Bearbeiten

1998 Berlin Bearbeiten

2002 Peking Bearbeiten

  • Noga Alon: Discrete Mathematics: Methods and Challenges.
  • Douglas Arnold: Differential Complexes and Numerical Stability.
  • Alberto Bressan: Hyperbolic Systems of Conservation Laws in One Space Dimension.
  • Luis Caffarelli: Nonlinear Elliptic Theory and the Monge-Ampere Equation.
  • Sun-Yung Alice Chang, Paul C. Yang: Non-linear Partial Differential Equations in Conformal Geometry.
  • David Donoho: Emerging Applications of Geometric Multiscale Analysis.
  • Ludwig Faddejew (Fadeev): Knotted Solitons.
  • Shafi Goldwasser: Mathematical Foundations of Modern Cryptography: Computational Complexity Perspective.
  • Uffe Haagerup: Random Matrices, Free Probability and the Invariant Subspace Problem Relative to a von Neumann Algebra.
  • Michael J. Hopkins: Algebraic Topology and Modular Forms.
  • Victor Kac: Classification of Supersymmetries.
  • Harry Kesten: Some Highlights of Percolation.
  • Frances Kirwan: Cohomology of Moduli Spaces.
  • Laurent Lafforgue: Chtoucas de Drinfeld, Formule des Traces d’Arthur-Selberg et Correspondance de Langlands (Preisträger der Fields-Medaille im selben Jahr)
  • David Mumford: Pattern Theory: The Mathematics of Perception (Preisträger der Fields-Medaille 1974)
  • Hiraku Nakajima: Geometric Construction of Representations of Affine Algebras.
  • Yum-Tong Siu: Some Recent Transcendental Techniques in Algebraic and Complex Geometry.
  • Richard Taylor: Galois Representations.
  • Gang Tian: Geometry and Nonlinear Analysis.
  • Edward Witten: Singularities in String Theory (Preisträger der Fields-Medaille 1990)

2006 Madrid Bearbeiten

2010 Hyderabad Bearbeiten

2014 Seoul Bearbeiten

2018 Rio de Janeiro Bearbeiten

2022 Virtueller Kongress Bearbeiten

Weblinks Bearbeiten

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Die Liste der Plenarvortrage auf den Internationalen Mathematikerkongressen listet die Plenarvortrage auf den Internationalen Mathematikerkongressen Bei russischen Vortragen wird der Vortragstitel in der Ubersetzungssprache der Vortragsbande angegeben Inhaltsverzeichnis 1 1897 Zurich 2 1900 Paris 3 1904 Heidelberg 4 1908 Rom 5 1912 Cambridge 6 1920 Strassburg 7 1924 Toronto 8 1928 Bologna 9 1932 Zurich 10 1936 Oslo 11 1950 Cambridge 12 1954 Amsterdam 13 1958 Edinburgh 14 1962 Stockholm 15 1966 Moskau 16 1970 Nizza 17 1974 Vancouver 18 1978 Helsinki 19 1983 Warschau 20 1986 Berkeley 21 1990 Kyoto 22 1994 Zurich 23 1998 Berlin 24 2002 Peking 25 2006 Madrid 26 2010 Hyderabad 27 2014 Seoul 28 2018 Rio de Janeiro 29 2022 Virtueller Kongress 30 Weblinks 31 Siehe auch1897 Zurich BearbeitenHenri Poincare Sur les rapports de l analyse pure et de la physique mathematique Adolf Hurwitz Uber die Entwicklung der allgemeinen Theorie der analytischen Funktionen in neuerer Zeit Giuseppe Peano Logica matematica Felix Klein Zur Frage des hoheren mathematischen Unterrichts1900 Paris BearbeitenMoritz Cantor L historiographie des mathematiques David Hilbert Mathematische Probleme siehe Hilbertsche Probleme Gosta Mittag Leffler Une page de la vie de Weierstrass Vito Volterra Betti Brioschi Casorati Trois analystes italiens et trois manieres d envisager les questions d analyse1904 Heidelberg BearbeitenAlfred George Greenhill The mathematical theory of the top considered historically Paul Painleve Le probleme moderne de l integration des equations differentielles Corrado Segre La geometria d oggidi e i suoi legami coll analisi Wilhelm Wirtinger Riemanns Vorlesungen uber die hypergeometrische Reihe und ihre Bedeutung1908 Rom BearbeitenGaston Darboux Les origines les methodes et les problemes de la geometrie infinitesimale Walther von Dyck Die Encyklopadie der mathematischen Wissenschaften Andrew Russell Forsyth On the Present Condition of Partial Differential Equations of the Second Order as Regards Formal Integration Hendrik Antoon Lorentz Le partage de l energie entre la matiere ponderable et l ether Gosta Mittag Leffler Sur la representation arithmetique des fonctions analytiques generales d une variable complexe Simon Newcomb La theorie du mouvement de la lune son histoire et son etat actuel Emile Picard La mathematique dans ses rapports avec la physique Henri Poincare L avenir des mathematiques Giuseppe Veronese La geometria non archimedea Vito Volterra Le matematiche in Italia nella seconda meta del secolo XIX1912 Cambridge BearbeitenMaxime Bocher Boundary Problems in One Dimension Emile Borel Definition et domaine d existence des fonctions monogenes uniformes Ernest William Brown Periodicities in the Solar System Federigo Enriques Il significato della critica dei principii nello sviluppo delle matematiche Boris Borissowitsch Golizyn The Principles of Instrumental Seismology Edmund Landau Geloste und ungeloste Probleme aus der Theorie der Primzahlverteilung und der Riemannschen Zetafunktion Joseph Larmor On the Dynamics of Radiation Henry Seely White The Place of Mathematics in Engineering Practice 1920 Strassburg BearbeitenLeonard Dickson Some Relations between the Theory of Numbers and Other Branches of Mathematics Joseph Larmor Questions in Physical Interdetermination Niels Erik Norlund Sur les equations aux differences finies Charles Jean de La Vallee Poussin Sur les fonctions a variation bornee et les questions qui s y rattachent Vito Volterra Sur l enseignement de la physique mathematique et de quelques points d analyse 1924 Toronto BearbeitenElie Cartan La theorie des groupes et les recherches recentes de geometrie differentielle Leonard Dickson Outline of the Theory to Date of the Arithmetics of Algebras Jean Marie Le Roux Considerations sur une equation aux derivees partielles de la physique mathematique James Pierpont Non Euclidean Geometry from Non Projective Standpoint Salvatore Pincherle Sulle operazioni funzionali lineari Francesco Severi La geometrie algebrique Carl Stormer Modern Norwegian Researches on the Aurora Borealis William Henry Young Some Characteristic Features of Twentieth Century Pure Mathematical Research 1928 Bologna BearbeitenLuigi Amoroso Le equazioni differenziali della dinamica economica George David Birkhoff Quelques elements mathematiques de l art Emile Borel Le calcul des probabilites et les sciences exactes Guido Castelnuovo La geometria algebrica e la scuola italiana Maurice Frechet L analyse generale et les espaces abstraits Jacques Hadamard Le developpement et le role scientifique du calcul fonctionnel David Hilbert Probleme der Grundlegung der Mathematik Theodore von Karman Mathematische Probleme der modernen Aerodynamik Nikolai Nikolajewitsch Lusin Sur les voies de le theorie des ensembles Roberto Marcolongo Leonardo da Vinci nella storia della matematica e della meccanica Umberto Puppini Le bonifiche in Italia Leonida Tonelli Il contributo italiano alla teoria delle funzioni di variabili reali Oswald Veblen Differential Invariants and Geometry Vito Volterra La teoria dei funzionali applicata ai fenomeni ereditari Hermann Weyl Kontinuierliche Gruppen und ihre Darstellungen durch lineare Transformationen William Henry Young The Mathematical Method and Its Limitations 1932 Zurich BearbeitenJames Waddell Alexander Some Problems in Topology Sergei Bernstein Sur les liaisons entre quantites aleatoires Ludwig Bieberbach Operationsbereiche von Funktionen Harald Bohr Fastperiodische Funktionen einer komplexen Veranderlichen Constantin Caratheodory Uber die analytischen Abbildungen durch Funktionen mehrerer Veranderlicher Torsten Carleman Sur la theorie des equations integrales lineaires et ses applications Elie Cartan Sur les espaces riemanniens symetriques Rudolf Fueter Idealtheorie und Funktionentheorie Gaston Julia Essai sur le developpement de la theorie des fonctions de variables complexes Karl Menger Neuere Methoden und Probleme der Geometrie Marston Morse The Calculus of Variations in the Large Rolf Nevanlinna Uber die Riemannsche Flache einer analytischen Funktion Emmy Noether Hyperkomplexe Systeme in ihren Beziehungen zur kommutativen Algebra und zur Zahlentheorie Wolfgang Pauli Mathematische Methoden der Quantenmechanik Frigyes Riesz Sur l existence de la derivee des fonctions d une variable reelle et des fonctions d intervalle Francesco Severi La theorie generale des fonctions analytiques de plusieurs variables et la geometrie algebrique Waclaw Sierpinski Sur les ensembles de points qu on sait definir effectivement Julius Stenzel Anschauung und Denken in der klassischen Theorie der griechischen Mathematik Nikolai Grigorjewitsch Tschebotarjow Die Aufgaben der modernen Galoisschen Theorie Georges Valiron Le theoreme de Borel Julia dans la theorie des fonctions meromorphes Rolin Wavre L aspect analytique du probleme des figures planetaires 1936 Oslo BearbeitenLars Ahlfors Geometrie der Riemannschen Flachen Ahlfors war mit Jesse Douglas einer der Preistrager der ersten Fields Medaille im selben Jahr Stefan Banach Die Theorie der Operationen und ihre Bedeutung fur die Analysis George David Birkhoff On the Foundations of Quantum Mechanics Vilhelm Bjerknes New Lines in Hydrodynamics Elie Cartan Quelques apercus sur le role de la theorie des groupes de Sophus Lie dans le developpement de la geometrie moderne Johannes van der Corput Diophantische Approximationen Maurice Frechet Melanges mathematiques Rudolf Fueter Die Theorie der regularen Funktionen einer Quaternionenvariablen Helmut Hasse Uber die Riemannsche Vermutung in Funktionenkorpern Erich Hecke Neuere Fortschritte in der Theorie der elliptischen Modulfunktionen Louis Mordell Minkowski s Theorems and Hypotheses on Linear Forms Otto Neugebauer Uber vorgriechische Mathematik und ihre Stellung zur griechischen Jakob Nielsen Topologie der Flachenabbildungen Oystein Ore The Decomposition Theorems of Algebra Carl Wilhelm Oseen Probleme der geometrischen Optik Carl Ludwig Siegel Analytische Theorie der quadratischen Formen Carl Stormer Programme for the Quantitative Discussion of Electron Orbits in the Field of a Magnetic Dipole with Application to Cosmic Rays and Kindred Phenomena Oswald Veblen Spinors and Projective Geometry Norbert Wiener Gap Theorems 1950 Cambridge BearbeitenAbraham Adrian Albert Power Associative Algebras Arne Beurling On Null Sets in Harmonic Analysis and Function Theory Salomon Bochner Laplace Operator on Manifolds Henri Cartan Problemes globaux dans la theorie des fonctions analytiques de plusieurs variables complexes S S Chern Differential Geometry of Fiber Bundles Harold Davenport Recent Progress in the Geometry of Numbers Kurt Godel Rotating Universes in General Relativity Theory William Vallance Douglas Hodge The Topological Invariants of Algebraic Varieties Heinz Hopf Die n dimensionalen Spharen und projektiven Raume in der Topologie Witold Hurewicz Homology and Homotopy Shizuo Kakutani Ergodic Theory Marston Morse Recent Advances in Variational Theory in the Large John von Neumann Shock Interaction and Its Mathematical Aspects Joseph Ritt Differential Groups Adolphe Rome The Calculation of an Eclipse of the Sun According to Theon of Alexandria Laurent Schwartz Theorie des Noyaux Preistrager der Fields Medaille im selben Jahr Abraham Wald Basic Ideas of a General Theory of Statistical Decision Rules Andre Weil Number Theory and Algebraic Geometry Hassler Whitney r Dimensional Integration in n Space Norbert Wiener Comprehensive View of Prediction Theory Raymond Louis Wilder The Cultural Basis of Mathematics Oscar Zariski The Fundamental Ideas of Abstract Algebraic Geometry 1954 Amsterdam BearbeitenPawel Sergejewitsch Alexandrow Aus der mengentheoretischen Topologie der letzten zwanzig Jahren russisch Karol Borsuk Sur l elimination de phenomenes paradoxaux en topologie generale Richard Brauer On the Structure of Groups of Finite Order David van Dantzig Mathematical Problems Raised by the Flood Disaster 1953 Jean Dieudonne Le calcul differentiel dans les corps de caracteristique p gt 0 Israel Gelfand Some Aspects of Functional Analysis and Algebra Sydney Goldstein On Some Methods of Approximation in Fluid Mechanics Harish Chandra Representations of Semisimple Lie Groups Borge Jessen Some Aspects of the Theory of Almost Periodic Functions Andrei Nikolajewitsch Kolmogorow Theorie generale des systemes dynamiques et mecanique classique russisch mit franzosischer Zusammenfassung Andre Lichnerowicz Les groupes d holonomie et leurs applications John von Neumann On Unsolved Problems in Mathematics Jerzy Neyman Current Problems of Mathematical Statistics Sergei Michailowitsch Nikolski Einige Fragen der Approximation von Funktionen durch Polynome russisch Beniamino Segre Geometry upon an Algebraic Variety Eduard Stiefel Recent Developments in Relaxation Techniques Alfred Tarski Mathematics and Metamathematics Edward Charles Titchmarsh Eigenfunction Problems Arising from Differential Equations Andre Weil Abstract versus Classical Algebraic Geometry Kōsaku Yosida Semigroup Theory and the Integration Problem of Diffusion Equations 1958 Edinburgh BearbeitenAlexander Danilowitsch Alexandrow Modern Development of Surface Theory Nikolai Nikolajewitsch Bogoljubow Wassili Sergejewitsch Wladimirow On Some Mathematical Problems of Quantum Field Theory Henri Cartan Sur les fonctions de plusieurs variables complexes les espaces analytiques Claude Chevalley La theorie des groupes algebriques Samuel Eilenberg Applications of Homological Algebra in Topology William Feller Some New Connections between Probability and Classical Analysis Lars Garding Some Trends and Problems in Linear Partial Differential Equations Alexander Grothendieck The Cohomology Theory of Abstract Algebraic Varieties Friedrich Hirzebruch Komplexe Mannigfaltigkeiten Stephen Cole Kleene Mathematical Logic Constructive and Non Constructive Operations Cornelius Lanczos Extended Boundary Value Problems Lew Semenowitsch Pontrjagin Optimal Processes of Regulation russisch Klaus Friedrich Roth Rational Approximations to Algebraic Numbers Preistrager der Fields Medaille im selben Jahr Menahem Max Schiffer Extremum Problems and Variational Methods in Conformal Mapping Norman Steenrod Cohomology Operations and Symmetric Products George Temple Linearization and Delinearization Rene Thom Des varietes triangulees aux varietes differentiables Preistrager der Fields Medaille im selben Jahr George Uhlenbeck Some Fundamental Problems in Statistical Physics Helmut Wielandt Entwicklungslinien in der Strukturtheorie der endlichen Gruppen 1962 Stockholm BearbeitenLars Ahlfors Teichmuller Spaces Armand Borel Arithmetic Properties of Linear Algebraic Groups Alonzo Church Logic Arithmetic and Automata Eugene Dynkin Markov Processes and Problems in Analysis russisch Beno Eckmann Homotopy and Cohomology Theory Israel Gelfand Automorphic Functions and the Theory of Representations russisch Hans Grauert Die Bedeutung des Levischen Problems fur die analytische and algebraische Geometrie Peter Henrici Problems of Stability and Error Propagation in the Numerical Integration of Ordinary Differential Equations Jean Pierre Kahane Transformees de Fourier des fonctions sommables John Milnor Topological Manifolds and Smooth Manifolds Preistrager der Fields Medaille im selben Jahr M H A Newman Geometrical Topology Louis Nirenberg Some Aspects of Linear and Nonlinear Partial Differential Equations Igor Schafarewitsch Algebraic Number Fields russisch Atle Selberg Discontinuous Groups and Harmonic Analysis Preistrager der Fields Medaille 1950 Jean Pierre Serre Geometrie algebrique Preistrager der Fields Medaille 1954 Jacques Tits Groupes simples et geometries associees 1966 Moskau BearbeitenJohn Frank Adams A Survey of Homotopy Theory Michael Artin The Etale Topology of Schemes Michael Atiyah Global Aspects of the Theory of Elliptic Differential Operators Preistrager der Fields Medaille im selben Jahr Richard Bellman Dynamic Programming and Modern Control Theory Lennart Carleson Convergence and Summability of Fourier Series Nikolai Wladimirowitsch Jefimow Efimov Hyperbolic Problems in the Theory of Surfaces russisch Harish Chandra Harmonic Analysis on Semisimple Lie Groups Mark Krein Analytic Problems and Results in the Theory of Linear Operators in Hilbert Space russisch Bernard Malgrange Theorie Locale des Fonctions Differentiables Anatoli Iwanowitsch Malzew Malcev On Some Questions on the Border of Algebra and Logic russisch Ilja Pjatetskij Shapiro Automorphic Functions and Arithmetic Groups russisch Johann Schroder Ungleichungen und Fehlerabschatzungen Kurt Schutte Neuere Ergebnisse der Beweistheorie Stephen Smale Differentiable Dynamical Systems Preistrager der Fields Medaille im selben Jahr Charles M Stein Some Recent Developments in Mathematical Statistics John Griggs Thompson Characterizations of Finite Simple Groups Preistrager der Fields Medaille 1970 Iwan Matwejewitsch Winogradow Alexei Georgijewitsch Postnikow Recent Developments in Analytic Number Theory russisch 1970 Nizza BearbeitenAlan Baker Effective Methods in the Theory of Numbers Preistrager der Fields Medaille im selben Jahr Raoul Bott On Topological Obstructions to Integrability William Browder Manifolds and Homotopy Theory S S Chern Differential Geometry Its Past and Its Future Walter Feit The Current Situation in the Theory of Finite Simple Groups Israel Gelfand The Cohomology of Infinite Dimensional Lie Algebras Some Questions of Integral Geometry Phillip Griffiths A Transcendental Method in Algebraic Geometry Lars Hormander Linear Differential Operators Preistrager der Fields Medaille 1962 Tosio Kato Scattering Theory and Perturbation of Continuous Spectra Howard Jerome Keisler Model Theory Guri Iwanowitsch Martschuk Methods and Problems of Computational Mathematics Lew Pontrjagin Les Jeux differentiels lineaires Elias M Stein Some Problems in Harmonic Analysis Suggested by Symmetric Spaces and Semi Simple Groups Richard Swan Algebraic K Theory John T Tate Symbols in Arithmetic C T C Wall Geometric Topology Manifolds and Structures 1974 Vancouver BearbeitenWladimir Arnold Critical Points of Smooth Functions Heinz Bauer Aspects of Modern Potential Theory Enrico Bombieri Variational Problems and Elliptic Equations Preistrager der Fields Medaille im selben Jahr Gerard Debreu Four Aspects of the Mathematical Theory of Economic Equilibrium Pierre Deligne Poids dans la cohomologie des varietes algebriques Preistrager der Fields Medaille 1978 George Duff Mathematical Problems of Tidal Energy Charles Fefferman Recent Progress in Classical Fourier Analysis Preistrager der Fields Medaille 1978 James Glimm Analysis over Infinite Dimensional Spaces and Applications to Quantum Field Theory Heinz Otto Kreiss Initial Boundary Value Problems for Hyperbolic Partial Differential Equations Jacques Louis Lions Sur la theorie du controle Eric Milner Transversal Theory Daniel Quillen Higher Algebraic K Theory Preistrager der Fields Medaille 1978 Wolfgang M Schmidt Applications of Thue s Method in Various Branches of Number Theory Isadore Singer Eigenvalues of the Laplacian and Invariants of Manifolds Volker Strassen Some results in algebraic complexity theory Dennis Sullivan Inside and Outside Manifolds Jacques Tits On Buildings and their Applications Anatoli Georgijewitsch Wituschkin Coding of Signals with Finite Spectrum and Sound Recording Problems 1978 Helsinki BearbeitenLars Ahlfors Quasiconformal Mappings Teichmuller Spaces and Kleinian Groups Alberto Calderon Commutators Singular Integrals on Lipschitz Curves and Applications Alain Connes Von Neumann Algebras Preistrager der Fields Medaille 1983 Robert Duncan Edwards The Topology of Manifolds and Cell Like Maps Daniel Gorenstein The Classification of Finite Simple Groups Masaki Kashiwara Micro Local Analysis Alexander Alexandrowitsch Kirillow Infinite dimensional groups their representations orbits invariants Robert Langlands L Functions and Automorphic Representations Yuri Manin Modular Forms and Number Theory Sergei Petrowitsch Nowikow Linear Operators and Integrable Hamiltonian Systems Preistrager der Fields Medaille 1970 Roger Penrose The Complex Geometry of the Natural World Wilfried Schmid Representations of Semisimple Lie Groups Albert Nikolajewitsch Schirjajew Absolute Continuity and Singularity of Probability Measures in Functional Spaces William Thurston Geometry and Topology in Dimension Three Preistrager der Fields Medaille 1983 Andre Weil History of Mathematics Why and How Shing Tung Yau The Role of Partial Differential Equations in Differential Geometry Preistrager der Fields Medaille 1983 1983 Warschau BearbeitenWladimir Arnold Singularities of Ray Systems Paul Erdos Extremal Problems in Number Theory Combinatorics and Geometry Wendell Fleming Optimal Control of Markov Processes Christopher Hooley Some Recent Advances in Analytical Number Theory Wu Chung Hsiang Geometric Applications of Algebraic K Theory Peter Lax Problems Solved and Unsolved Concerning Linear and Non Linear Partial Differential Equations Wiktor Pawlowitsch Maslow Non Standard Characteristics in Asymptotical Problems Barry Mazur Modular Curves and Arithmetic Robert MacPherson Global Questions in the Topology of Singular Spaces Aleksander Pelczynski Structural Theory of Branch Spaces and Its Interplay with Analysis and Probability Gilles Pisier Finite rank projections on Banach spaces and a conjecture of Grothendieck David Ruelle Turbulent Dynamical Systems Mikio Satō Monodromy Theory and Holonomic Quantum Fields a New Link between Mathematics and Theoretical Physics Yum Tong Siu Some Recent Developments in Complex Differential Geometry 1986 Berkeley BearbeitenLouis de Branges Underlying Concepts in the Proof of the Bieberbach Conjecture Simon Donaldson Geometry of Four Dimensional Manifolds Preistrager der Fields Medaille im selben Jahr Gerd Faltings Recent Progress in Arithmetic Algebraic Geometry Preistrager der Fields Medaille im selben Jahr Frederick William Gehring Quasiconformal Mappings Michail Leonidowitsch Gromow Soft and Hard Symplectic Geometry Hendrik W Lenstra Efficient Algorithms in Number Theory Richard Schoen New Developments in the Theory of Geometric Partial Differential Equations Arnold Schonhage Equation Solving in Terms of Computational Complexity Saharon Shelah Classifying General Classes Anatoli Skorochod Random Processes in Infinite Dimensional Spaces Stephen Smale Complexity Aspects of Numerical Analysis Elias M Stein Problems in Harmonic Analysis Related to Oscillatory Integrals and Curvature Andrei Alexandrowitsch Suslin Algebraic K Theory of Fields David Alexander Vogan Representations of Reductive Lie Groups Edward Witten String Theory and Geometry 1990 Kyoto BearbeitenSpencer Bloch Algebraic K Theory Motives and Algebraic Cycles Stephen Cook Computational Complexity of Higher Type Functions Boris Feigin Conformal Field Theory and Cohomologies of the Lie Algebra of Holomorphic Vector Fields on a Complex Curve Andreas Floer Elliptic Methods in Variational Problems Yasutaka Ihara Braids Galois Groups and Some Arithmetic Functions Vaughan Jones Von Neumann Algebras in Mathematics and Physics Preistrager der Fields Medaille im selben Jahr Laszlo Lovasz Geometric Algorithms and Algorithmic Geometry George Lusztig Intersection Cohomology Methods in Representation Theory Andrew Majda The Interaction on Non Linear Analysis and Modern Applied Mathematics Gregori Margulis Dynamical and Ergodic Properties of Subgroup Actions on Homogeneous Spaces with Applications to Number Theory Preistrager der Fields Medaille 1978 Richard Melrose Pseudodifferential Operators Corners and Singular Limits Shigefumi Mori Birational Classification of Algebraic Threefolds Preistrager der Fields Medaille im selben Jahr Jakow Grigorjewitsch Sinai Hyperbolic Billiards Karen Uhlenbeck Applications of Non Linear Analysis in Topology Alexander Nikolajewitsch Wartschenko Varchenko Multidimensional Hypergeometric Functions in Conformal Field Theory Algebraic K Theory Algebraic Geometry 1994 Zurich BearbeitenLaszlo Babai Transparent Proofs and Limits to Approximation Andrei Andrejewitsch Bolibruch The Riemann Hilbert problem and Fuchsian differential equations on the Riemann sphere Jean Bourgain Harmonic Analysis and Nonlinear Partial Differential Equations Preistrager der Fields Medaille im selben Jahr John Horton Conway Sphere Packings Lattices Codes and Greed Ingrid Daubechies Wavelets and Other Phase Localization Methods Jurg Frohlich The Fractional Quantum Hall Effect ChernSimons Theory and Integral Lattices Joseph B Keller Wave Propagation Maxim Kontsevich Homological Algebra of Mirror Symmetry Preistrager der Fields Medaille 1998 Pierre Louis Lions On Some Recent Methods for Nonlinear Partial Differential Equations Preistrager der Fields Medaille im selben Jahr Bernadette Perrin Riou p adic L functions Marina Ratner Interactions between Ergodic Theory Lie Groups and Number Theory Paul Seymour Progress on the Four Colour Theorem Clifford Henry Taubes Anti self Dual Geometry S R Srinivasa Varadhan Entropy Methods in Hydrodynamic Scaling Wiktor Anatoljewitsch Wassiljew Vassiliev Topology of Discriminants and Their Complements Dan Voiculescu Free Probability Theory Random Matrices and von Neumann Algebras Andrew Wiles Modular Forms Elliptic Curves and Fermat s Last Theorem Jean Christophe Yoccoz Recent Developments in Dynamics Preistrager der Fields Medaille im selben Jahr 1998 Berlin BearbeitenJean Michel Bismut Local Index Theory and Higher Analytic Torsion Christopher Deninger Some Analogies Between Number Theory and Dynamical Systems on Foliated Spaces Persi Diaconis From Shuffling Cards to Walking Around the Building An Introduction to Modern Markov Chain Theory Giovanni Gallavotti Chaotic Hypothesis and Universal Large Deviations Properties Wolfgang Hackbusch From Classical 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