The Speed of Light as a Dilaton Field
Walter Wyss (Physics Department, University of Colorado)

TL;DR
This paper proposes that the speed of light functions as a dilaton field, leading to a new gauge field called the speedon, and derives its interactions with matter and gravity.
Contribution
It introduces the concept of the speed of light as a dilaton field and formulates a Lagrangian including a new gauge field called the speedon.
Findings
Derived the expression for the speed of light as a field.
Presented solutions for the coupled gravitational, electromagnetic, and speedon fields.
Established the theoretical framework connecting the speed of light to a gauge field.
Abstract
Through dimensional analysis, eliminating the physical time, we identify the speed of light as a dilaton field. This leads to a restmass zero, spin zero gauge field which we call the speedon field. The complete Lagrangian for gravitational, electromagnetic and speedon field interactions with a charged scalar field, representing matter, is given. We then find solutions for the gravitational-electromagnetic-speedon field equations. This then gives an expression for the speed of light.
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Taxonomy
TopicsRelativity and Gravitational Theory · Cosmology and Gravitation Theories · Computational Physics and Python Applications
