Matter as Spectrum of Spacetime Representations

Details Matter as Spectrum of Spacetime Representations Matter as Spectrum of Spacetime Representations

2003-04-04

arxiv.org/abs/hep-th/0304034v1

Int.J.Theor.Phys. 42 (2003) 1973-2023

Physics

High Energy Physics

High Energy Physics - Theory

37 pages, latex, macros included

Scientific paper

Bound and scattering state Schr\"odinger functions of nonrelativistic quantum mechanics as representation matrix elements of space and time are embedded into residual representations of spacetime as generalizations of Feynman propagators. The representation invariants arise as singularities of rational representation functions in the complex energy and complex momentum plane. The homogeneous space $GL(2,C)/U(2)$ with rank 2, the orientation manifold of the unitary hypercharge-isospin group, is taken as model of nonlinear spacetime. Its representations are characterized by two continuous invariants whose ratio will be related to gauge field coupling constants as residues of the related representation functions. Invariants of product representations define unitary Poincar\'e group representations with masses for free particles in tangent Minkowski spacetime.

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