Space-time built-in particles and the exclusion principle from extra spacemulticonnectivity

This paper is part of a program aiming at the construction of a unified fie ld theory based on geometrization of quantum theories instead of quantizati on of gravitation. The theory we consider is built on a hyperspace-time wit h a multiconnected extra space. We show that this theory implies the existe nce of space-time built-in fundamental particles having topological structu re which allows a geometric interpretation of the Pauli exclusion principle . It follows that the number of bosons which can occupy the same quantum st ate is limited to the very large but finite order of the discrete group at the origin of the extra space multiconnectivity.