Emil Artin Lectures
EMIL ARTIN (born March 4, 1898 in Vienna, died December 20th, 1962 in Hamburg) was one of the leading algebraists and number theorists of the 20th century. Artin L-functions, the Artin reciprocity law, or Artinian rings have become fundamental terms in mathematics. Together with his student John Tate, he introduced cohomological methods into number theory. His works on braid groups have found applications in theoretical physics. The Emil Artin Lecture, arranged once a year by the MATCH, wants to dignify important developments and fundamental contributions in mathematics, and present them to the academic public being interessted and trained in mathematics.
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2022 | MODULARITY OF GALOIS REPRESENTATIONS, FROM RAMANUJAN TO SERRE’S CONJECTURE Prof. Dr. Chandrashekhar Khare (University of California, LA) |
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2019 | HILBERT SCHEMES AND ENUMERATIVE GEOMETRY Prof. Dr. Claire Voisin (Collège de France) |
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2018 | MIRROR SYMMETRY AND LAGRANGIAN TORI Prof. Dr. Paul Seidel (Massachusetts Institute of Technology – MIT) |
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2017 | AUTHOMORPHIC FORMS AND GALOIS REPRESENTATIONS Prof. Dr. Michael Harris (Columbia University, NY) |
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2016 | INTERTWINING REPRESENTATION THEORY AND COHOMOLOGY Prof. Dr. Eric M. Friedlander (University of Southern California USC) |
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2015 | Entropy, integers and moduli of surfaces Prof. Dr. Curtis McMullen (Harvard University) |
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2014 | Elliptic Curves and Explicit Class Field Theory Prof. Dr. Henri Darmon (McGill University, Canada) |
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2013 | Zykel und Rationale Punkte über Lokalen Körpern Prof. Dr. Hélène Esnault (Freie Universität Berlin) Ausblicke auf die Drinfeldebene Prof. Dr. Michael Rapoport (Universität Bonn) |
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2012 | Analytic Continuation of L-Functions Prof. Dr. Pierre Colmez (Directeur de Recherche à l'Institut de Mathèmatiques Jussieu) |
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Further Information