## Fock - Hua - Wolf - Schwinger - Wyler Quantum Theory

**Authors:** Frank Dodd Tony Smith Jr

Fock in 1931 showed that Fundamental Quantum Theory requires Linear Operators based on Kernel Functions. Hua showed that Kernel Functions correspond to Complex Classical Domains and Symmetic Spaces. Wolf showed which Symmetric Spaces correspond to Quaternionic Structure, which can represent 4-dim physical spacetime. Schwinger showed that physical elementary particles observed experimentally are not points, but are small geometric volumes he called Sources whose structure carries properties including Creation and Annihilation probability amplitudes. Creation and Annihilation operators lead to Clifford Algebra structure and E8 Physics. The Source structure is based on Green's Functions = Kernel Functions for the Geometry of each Source, which geometry has the symmetry of the Gauge Groups relevant to the particle represented by the Source. Wyler showed the basic process whereby Geoemtric Volumes related to Sources could be used to calculate force strengths and particle masses.

**Comments:** 32 Pages.

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### Submission history

[v1] 2015-07-22 12:58:16

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