Informational Structures in Particle Physics

Details Informational Structures in Particle Physics Informational Structures in Particle Physics

2005-05-05

arxiv.org/abs/physics/0505040v1

Physics

General Physics

18 pages

Scientific paper

This article presents an informational approach to particle physics based on an elementary bit structure. It is shown how quantum mechanics develops from the necessity of collecting information relative to experimental setups. Basic symmetry properties of bit structures then lead to a fundamental SO(3,2) symmetry of the Hilbert space. For large bit sets SO(3,2) can be approximated by the Poincare group. Thereby a relativistic space-time continuum is obtained. In the Poincare approximation certain bit structures exhibit properties of particles corresponding to the three lepton families. Masses of heavy leptons are derived in good agreement with experimental values. These results reflect natural properties of bit structures. They are obtained without making use of "first principles".

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