The Special Theory of Relativity
The reconstruction of classical physics in previous chapters unveiled a conceptual relation between Galilean spacetime and Newtonian mass. Once the Galilean geometry of PUMs was assumed, the basic structure of Galilean spacetime was derived. The parameter μ 0, which was later used to reconstruct mass, was derived from an implicit spacetime symmetry. The full meaning of mass was captured when the reconstruction introduced the “classical” Criterion of Isolation and the Rule of Composition governing motions.
KeywordsReference Frame Composite System Relativistic Mass Rest Mass Spacetime Structure
- Bohm, D. 1965. The Special Theory of Relativity. W. A. Benjamin.Google Scholar