ON THE ORIGIN OF THE SCALE-CONSTANTS OF PHYSICS.
CAMBRIDGE LANGUAGE RESEARCH UNIT (ENGLAND)
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An approach is presented to the problem of describing a particle in a field without assuming a space-time continuum that is deduced primarily from simple assumptions concerning interactions between the elements of a bootstrap-type assemblage in which each particle in the assemblage is built from the interactions of all of the others. No dynamic properties are assumed for the particles beyond the discrete all-or-none interactions. Dynamics, including the momentum concept, are formulated subsequently. Numerical values are found that are identified as measures of the strengths of the main fields of physics that interact with particles. These are assumed to specify dimensionless ratios of the natural units, or fundamental constants, that are ultimately required to specify every measurement, and therefore, every particular value of each continuous dynamic variable, irrespective of how that concept is subsequently defined. The numbers identified with the dimensionless ratios are called scale-constants. Author
- Nuclear Physics and Elementary Particle Physics