Relatori
E. Santamato
(Universita' Federico II, Napoli)
F. De Martini
(Accademia Nazionale dei Lincei, Roma)
Descrizione
A rigorous ab initio derivation of the 4-spinor Dirac’s equation for a single spinning particle is presented on the basis of a novel approach, the "Affine Quantum Mechanics" (AQM), which assumes that quantum phenomena originate from the interplay between the motion of a relativistic top and the non trivial Weyl’s background geometry acting on its configuration space. The theory, based on the Hamilton-Jacobi formulation is intrinsically nonlinear but is found to be linearized by an "anzatz" solution that can be straightforwardly interpreted as the ΄quantum wavefunction‘. In turn, this one can be interpreted as a gauge field of a conformal space. By the extension of the AQM theory to the case of two spins, the so far ΄mysterious‘ process of ΄quantum nonlocality‘ which is at the basis of the EPR Paradox, the Einstein’s "Spooky action - at - a - distance", and is implied by the violation of the Bell’s inequalities, appears to be finally understood.
