Unified Dirac-Maxwell field as space-time portal Philippe-Alexandre GAUGAIN

Since a long time many similarities are shown between Dirac's theory of electron and Maxwell's theory of electromagnetism. Their common expression in Dirac's space-time algebra formalism, recent experimental proofs of maxwellian electro-scalar waves existence on one hand, Ahoronov-Bohm effect interpretation on other hand, lead us to extend and identify potentials and fields of the both theories giving them full physical reality in 16 dimensional Clifford's space of Dirac's algebra.

Considering a complementary view, recent theoretical works completely identify Kerr-Newmann's naked singularity, possible "ansatz" to Einstein's General Relativity equations, with Dirac's electron for m, a and q parameters corresponding to the experimental particle. This solution includes 4 distinct states shown as a state vector which satisfies Dirac's equation. Crossing's through microscopic singularity topological and geometrical analysis demonstrate this latter is an actual bridge between two distinct space-time continuum.

Considering a final view, Maxwell-Dirac's field unification lead us to investigate theoretical and experimental engineering yielding to explain and artificially produce similar singularities with arbitrary properties at our macroscopic scale.