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is awarded to
"This award really means much to me and receiving it gives me great pleasure.
I wish to thank CAP and CRM and the many who have a share in this most appreciated kudo. Cheers for mathematical physics at the CRM and in Canada!" winner citation
The Canadian Association of Physicists (CAP) and the Centre de recherches mathématiques (CRM) are pleased to announce that the 2012 CAP-CRM Prize in Theoretical and Mathematical Physics is awarded to Luc Vinet, University of Montreal, for his outstanding and continued contributions to mathematical physics, mainly based on the study of symmetries, algebraic structures, and special functions. announcement
Luc Vinet is one of Canada’s leading mathematical and theoretical physicists who has made outstanding contributions in numerous areas. The unifying feature of his research is the innovative use of group theoretical and algebraic methods, the emphasis on exact solutions of physical problems and the originality of his approach. He has made important contributions that have had great impact on both physics and mathematics. His early remarkable work was on gauge field theories in particular on exact invariant solutions of Yang –Mills equations in Minkowski space. Also early in his career he identified the symmetries and supersymmetries of magnetic monopole systems. He explored various algebraic structures appropriate to describe symmetries in different physical problems. These go well beyond standard Lie groups and algebras. They include polynomial, quantum, super- and parasuper- algebras. He is very well known for his influential work on quantum many body problems and for his application of this work to a proof of the long outstanding Macdonald conjecture on properties of multivariate orthogonal polynomials. His contributions to the symmetry theory of difference and q-difference equations are truly pioneering. Remarkably, Vinet’s scientific career was not interrupted by his heavy administrative duties as Director of the Centre de Recherches Mathematiques, then Provost of McGill University and finally Rector of the Universite de Montreal. He continued to publish highly innovative work during his administrative tenure and is now going through a new burst of creativity. Quite recently, in 2011, he has discovered new families of orthogonal polynomials, associated to reflections. These have already found many applications. In the context of quantum information theory, he has shown how spin chains can be used to design perfect quantum wires. nominator citation