Quantized De Sitter space, the connection to the Pauli principle and an application to Feynman's relativistic quark theory II

Abstract

A continuation of a previous paper, in which a model of a quantized space-time theory has been investigated, considers further problems of a quantized De Sitter space. There will be shown that a De Sitter space is a very useful starting point to a non-local relativistic quantum field theory, containing the Pauli principle, for the theory of elementary particles, as a connection to Feynman's relativistic quark theory, where the groupSU(3) has a particular importance, will be discussed. This method offers the possibility of treating weak local differences from a space with De Sitter metric as a perturbation. Therefore the problem of a fundamental elementary lengthl _o must be considered in connection with the general theory of relativity.