Quantum dynamical manifolds 5. Hydrogen mass-spacetime

The newly developed methods of quantum dynamical manifold theory (QDMT) are used to determine a theory of the differential geometry and topology of th e quantum dynamical manifold of the hydrogen nuclear-electron system. This provides an ab initio theory of the structure of nuclear-atomic system incl uding the quarks, gluons, and (W+, Z(0), W-) in the proton and the atomic o rbital electron in a way that treats the strong, electromagnetic, weak, and gravitational forces from a unified QDMT viewpoint. The calculations propo sed resemble self-consistent Green's function ones in Fourier space. The qu asi-particles provide the basis for computing the globally defined connecti on needed for determining the self-consistent gauge potentials. This approa ch allows the simultaneous determination of coupling constants and masses a long with the quasi-particle amplitudes. All integrals needed can be analyt ically computed using a Gaussian-type orbital basis. (C) 2000 John Wiley & Sons, Inc.