Author(s)

Alexander Soiguine

SOiGUINE Quantum Computing, Aliso Viejo, CA, USA.

The Geometric Algebra formalism opens the door to developing a theory deeper than conventional quantum mechanics. Generalizations, stemming from implementation of complex numbers as geometrically feasible objects in three dimensions, unambiguous definition of states, observables, measurements, Maxwell equations solution in that terms, bring into reality a kind of physical fields, states in the suggested theory, spreading through the whole three-dimensional space and values of the time parameter. The fields can be modified instantly in all points of space and time values, thus eliminating the concept of cause and effect and perceiving of one-directional time.

Quantum States, Clifford Translations, Geometric Algebra

Soiguine, A. (2019) Instantaneous Spreading of the g-Qubit Fields. Journal of Applied Mathematics and Physics, 7, 591-602. doi: 10.4236/jamp.2019.73043.