Instantly Propagating States ()
ABSTRACT
The current work considers the sprefield wave functions received as special g-qubit solutions of Maxwell equations in the terms of geometric algebra. I will call such g-qubits spreons or sprefields. The purpose of this article is to analyze behavior of such wave functions in scattering and measurements. It is shown that sprefields are defined through the whole three-dimensional space at all values of the time parameter. They instantly change all their values when get scattered, that is subjected to Clifford translation. In “measurements”, when a sprefield acts on a static geometric algebra element through the Hopf fibration, sprefield collapses and new geometric algebra non static, rotating element is thereby created.
Share and Cite:
Soiguine, A. (2021) Instantly Propagating States.
Journal of Applied Mathematics and Physics,
9, 468-475. doi:
10.4236/jamp.2021.93032.