Home page Speakers Participants Program Venue Lodging Travel Equipment Registration Deadline May 15 Conference Picture Sponsors	Speaker: Manon Thibault, U. Blaise Pascal, Clermont-Ferrand Title: Quantum symmetry groups of Hilbert modules equipped with orthogonal filtrations Abstract: I will present in this talk a construction which is a natural generalization of Banica-Skalski's construction of the quantum symmetry group of a \(C^*\)-algebra equipped with an orthogonal filtration, and which unifies this foregoing construction with Goswami's construction of the quantum isometry group of an admissible spectral triple.Also, with a spectral triple satisfying some assumptions (most of which appear in Connes's reconstruction theorem) one can associate a Hilbert module equipped with an orthogonal filtration. Our quantum symmetry group then provides an alternative approach to the quantum isometry group of the spectral triple.
G ruppo di  R icerca  E uropeo  F ranco-  I taliano in  GE ometria  N on  CO mmutativa roupement de echerche uropéen ranco talien en ométrie on mmutative