1 J.P.Petit : 1998.
../../bons_commande/bon-commande1.htm
1 J.P.Petit : 1998.Les groupes dynamiques de la physique
**2 J.P.Petit and P.Midy: 1998 .**Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 1: Charges as additional scalar components of the momentum of a group acting on a 10 d - space. Geometrical definition of antimatter
**3 J.P.Petit and P.Midy : 1998.**Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 2: Geometrical description of Dirac's antimatter
**4 J.P.Petit and P.Midy : 1998.**Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 3: Geometrical description of Dirac's antimatter. A first geometrical interpretation of antimatter after Feynmann and so-called CPT-theorem
**5 J.P.Petit and P.Midy : 1998.**Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 4: The twin group.Geometrical description of Dirac's antimatter. Geometrical interpretation of antimatter after Feynmann and so-called CPT-theorem
**En préparation : **
- The problem of the solar neutrino deficit - Towards a 4-folds description of the universe
Documents consolidés de la collection
- Théorie des groupes dynamiques (version anglaise)
- Théorie des groupes dynamiques
- Jean-Pierre Petit & Pierre Midy
- Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 2 :
- Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 3 :
- Geometrization of matter and antimatter through coadjoint action of a group on its momentum space. 4 :