The scale-breaking contributions of the Pauli-Jordan functions and of the Feynman propagators

Proofs have been given that the underlying background of the scale-breaking contributions of the Pauli-Jordan funtions and of the Feynman propagators is the existence of an energy dependent dispersion of the canonical scale dimension, respectively. The energy dependence of these dispersions can be e...

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Veröffentlicht in:Found. Phys.; (United States) 1983-10, Vol.13 (10), p.999-1011
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description Proofs have been given that the underlying background of the scale-breaking contributions of the Pauli-Jordan funtions and of the Feynman propagators is the existence of an energy dependent dispersion of the canonical scale dimension, respectively. The energy dependence of these dispersions can be established by taking into account the existence of the time dispersion, too. For the interacting fields the above functions are subject to the scale invariance restoration around the underlying proper-time dispersions, in so far as the short space-like space-time region is considered.
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subjects 645400 - High Energy Physics- Field Theory
Classical and quantum physics: mechanics and fields
ENERGY DEPENDENCE
Exact sciences and technology
FIELD THEORIES
INVARIANCE PRINCIPLES
Physics
PHYSICS OF ELEMENTARY PARTICLES AND FIELDS
PROPAGATOR
QUANTUM FIELD THEORY
SCALE INVARIANCE
SPACE-TIME
SYMMETRY BREAKING
Theory of quantized fields
title The scale-breaking contributions of the Pauli-Jordan functions and of the Feynman propagators
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