Géométrisation des univers quantifiables
Résumé
In this article, an approach to the physical universe is introduced using the notion of string field. This representation allows to describe the particles of the physical universe as string that evolve on an universe surface along a chronological field. The notion of time disappears to reveal a notion of own time associated with the particle. The finitude axiom allows to define the notion of quantifiable physical universe, this quantifiable universe for a pair (Z,D) verifying the Dirac-Beltrami equation d_{D}Z=λZ where Z is a section of F(ξ_{ℂ}) and d_{D} is the section of Dirac operators associated with the observable D of ξ_{ℂ}.
Origine : Fichiers produits par l'(les) auteur(s)