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The Weyl-Wigner AwardThe Weyl-Wigner Award
Wigner medalists:
It is the aim of the Standing Committee that the new Weyl-Wigner Award keeps the high standards of quality and excellence of the Wigner Medal. The purpose of the Weyl-Wigner Award is to recognize outstanding contributions to the understanding of physics through group theory, continuing the tradition of the Wigner Medal. Contributions recognized by the Award may include the development and application of mathematical methods, applications of group theoretical methods in chemistry and other sciences, experimental predictions or formulations of general laws of nature using methods of group theory or representation theory, and other related developments. Group theory shall be construed in its widest sense, to include related mathematical structures. First Weyl-Wigner Award Selection Committee: E. Zelmanov (Chair, U. California – San Diego), M. Cheng (U. Amsterdam), A. Klimov (U. Guadalajara), S. Serfaty (New York U.), R. Werner (Leibniz U. Hannover). The first Weyl-Wigner Award was awarded, in Strasbourg in July 2022 coinciding with Group34, to Nikolai Reshetikhin of the University of California at Berkeley (USA), for his seminal contributions to representation theory of quantum groups, integrable systems and their applications in statistical mechanics and quantum field theory.
The 2024 Weyl-Wigner Award Selection Committee was composed by: N. Reshetikhin (Chair, Tsinghua U.– Beijing, China), P. Etingof (MIT, Cambridge, USA), R. Kerner (Sorbonne U., Paris, France), S. Serfaty (New York U., USA) and E. Zelmanov (U. California – San Diego, USA). The 2024 Weyl-Wigner Award is given, in Cotonou, Benin, to Prof. Igor Frenkel for his fundamental contributions to representation theory of infinite dimensional Lie algebras, their applications in theoretical physics and for seminal contributions to vertex operator algebras and the categorification program.
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