Urusovskii's geometry, algebrodynamics and universal quantum-like kinematics in complex space

TL;DR

This paper combines Urusovskii's 6D special relativity and algebrodynamics in complex space-time to provide a classical explanation of quantum phenomena like the two-slit experiment, with some predicted deviations from standard quantum theory.

Contribution

It introduces a unified framework merging two geometric approaches to explain quantum-like behavior through classical complex space-time geometry.

Findings

Proposes a classical explanation for the two-slit experiment.

Identifies small corrections to quantum theory predictions.

Suggests a universal kinematic model in complex space.

Abstract

In the "6D treatment of Special Relativity" proposed by Igor A. Urusovskii one deals with universal light-like motion of matter pre-elements in the extended (3+3) space and with their regular rotation in the additional 3-space. On the other hand, in the framework of our algebrodynamical approach one naturally comes to the complex space-time geometry resulting in a universal kinematics that resembles the well-known Wheeler-Feynmann "one electron representation". Combining the two approaches, we propose a simple classical explanation of the canonical two-slit experiment. Some small corrections to the predictions of quantum theory are established.