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Juan Manuel Perez-Pardo16/01/2026, 10:00Talk
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Florio Maria Ciaglia16/01/2026, 10:30Talk
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Many of the standard Riemannian structures in information geometry arise from a single source: the Hilbert space provided by the Gelfand-Naimark-Segal (GNS) construction for states on a C*-algebra. I will explain how the Fisher-Rao metric (classical models), the Fubini-Study/quantum geometric tensor (pure quantum states), and the Bures-Helstrom metric (faithful quantum states in... -
Mario Salerno16/01/2026, 11:30Talk
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We study Liouvillian exceptional points (LEPs) of quantum open systems, focusing on their emergence and structure in both continuous Lindbladian dynamics and discrete-time quantum circuits. Using an analytically solvable two-qubit model, we characterize LEPs manifolds and the associated bifurcations in parameter space. We show that LEPs persist in discrete brickwork completely... -
Alberto Ibort16/01/2026, 12:00Talk
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A symmetry based notion of elementary particles on curved space-times is presented where the Poincaré group of Minkowski space-time is replaced by a canonical groupoid. The irreducible projective representations of such groupoid, called the Wigner groupoid of the given space-time, provide a natural notion of elementary particles valid on any space-time. The computation of such...
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