Authors: J.A.J. van Leunen
By starting from a quaternionic separable Hilbert space as a base model the paper uses the capabilities and the restrictions of this model in order to investigate the origins of the electric charge and the electric fields. Also other discrete properties such as color charge and spin are considered. The paper exploits all known aspects of the quaternionic number system and it uses quaternionic differential calculus rather than Maxwell based differential calculus. The paper presents fields as mostly continuous quaternionic functions. The electric field is compared with another basic field that acts as a background embedding continuum. The behavior of photons is used in order to investigate the long range behavior of these fields.
Comments: 27 Pages.
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