Hyperplane dependence in relativistic quantum mechanics
Foundations of Physics 19 (3):231-267 (1989)
Abstract
Through the explicit introduction of hyperplane dependence as a form of relativistic dynamical evolution, we construct a manifestly covariant description of a single positive energy particle interacting with any one of a large class of “moving” external potentials. In1+1 dimensions, the simplified mathematics allows us to display a number of general properties of solutions to the equations of motion for evolution on hyperplanesAuthor's Profile
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References found in this work
Bell's Theorem and the Different Concepts of Locality.P. H. Eberhard - 1978 - Il Nuovo Cimento 46:392--419.
