[sém. théorie] TENSORIAL CONNECTION, COVARIANT INERTIA AND SOURCELESS FORCES

par Dr Luca Fabbri (-)

lundi 3 févr. 2020, 14:00 → 15:00 Europe/Paris

Grande salle de conseil

By writing the spinor field in polar form, that is as a module times a unitary phase, we introduce the concept of tensorial connection, an object that contains the same information of the connection but which is prove to be a tensor. As such, it encodes in a covariant way both gravitational and inertial accelerations, which therefore describe a type of sourceless force with effects on matter. Some consideration will be given in view of a gravitational analogue of the Aharonov-Bohm effect, and exact solutions of the spinor field equation.