Classical four-vector fields in the relativistic longitudinal gauge †

@inproceedings{Dale2003ClassicalFF,
  title={Classical four-vector fields in the relativistic longitudinal gauge †},
  author={Alexis Dale and Woodside},
  year={2003}
}
In a previous article by the author, a Minkowski four-space “Helmholtz” identity was proved using a Minkowski space retarded Green’s function. This identity was then used to prove uniqueness theorems for sufficiently smooth four-vector fields in the Minkowski space R. It was found that the specification of the four-curl and four-divergence of the four-vector field throughout the four-volume V4, as well as the four-tangential and four-normal projections of the four-vector field everywhere on the… CONTINUE READING