With the interaction interpretation, the Lorentz transformation of a system arises with selection from a superposition of its states in an observation-interaction. Integration of momentum states of a mass over all possible velocities gives the rest-mass energy. Static electrical and magnetic fields are not found to form such a superposition and are to be taken as irreducible elements. The external superposition consists of those states that are reached only by change of state of motion, whereas the internal superposition contains all the states available to an observer in a single inertial coordinate system. The conjecture is advanced that states of superposition may only be those related by space-time transformations (Lorentz transformations plus space inversion and charge conjugation). The continuum of external and internal superpositions is examined for various masses, and an argument for the unity of the super-positions is presented.
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Schlegel, R. Superposition in quantum and relativity physics—An interaction interpretation of special relativity theory: Part III. Found Phys 5, 197–215 (1975). https://doi.org/10.1007/BF00717437
- Magnetic Field
- Coordinate System
- Special Relativity
- Lorentz Transformation
- Charge Conjugation