Authors: Paul R. Gerber
Quantum Field Theory is derived from the relativistic symmetry group, the Lorentz group (LG). Results presented here aim at a basic understanding rather then at treating specific systems. They include: • Categorizing field types in terms of irreducible representations of the LG (infinitely many) • A particular field type, "bosonic quark”, yielding a meson-type candidate for dark matter • Structure of spinor-type fields as 4-vector amplitudes • Flavor as consequence of the permutation group S3 for the three space dimensions • Spin-dynamics equations for general spinor types (spin propagation), yielding phase speeds smaller then one, for spin 1 upwards • Consequently, no free field solutions for spin 1 upwards (asymptotic freedom) • Identification of interaction as propagation of fields of equal transformation type (phase speed) • Gravitation as a consequence of the square-root-density (sqd) nature of fields (density-mediated propagation) • The gravitational field is the scalar field which is the only field that is affected by Lorentz transformations exclusively through its sqd property.
Comments: 9 Pages. Would also fit in category "Quantum Gravity (and String Theory)"
[v1] 2019-11-01 04:38:08
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