Tensorial Analysis of Essential Kinematics in Vacuum

Abstract

In this paper, a tensorial analysis of the movement of the essential substrate associated with the underlying vacuum of a physical system is conducted. Two tensors are obtained that generalize the local vectorial quantum model, which allow describing the rotation and translation movement of each substrate point. By independently integrating the tensor equations of motion of the substrate, two local temporal tensors are deduced, which simultaneously and with relative accuracy determine the position and velocity of each substrate point. Consequently, the temporal tensors associated with the position and velocity of the substrate allow us to describe the temporal evolution of the most elementary organized information transmitted by the propagation of light through the underlying vacuum of physical systems. In addition, it follows that, formally, these time tensors must be generated by a time tensor in four-dimensional space. Therefore, the organized information received by physical systems must come from a higher dimensional space.