Theory of Motor Dimension Motion as a Fundamental Coordinate and Its Physical Consequences

We propose a meta-ontological picture of the Universe in which four-dimensional space-time is viewed as a **discrete sequence of three-dimensional frames** . The transitionfrom one frame to the next is performed by the **motor dimension** a global processorthat reads the complete conguration of elds in a frame, applies the rules (encoded as in-structions) , and writes the resulting conguration as a new frame. In this picture, time ismerely a **frame counter**, tn = n ∆τ . Within each frame, the familiar laws of physics arepreserved; they can be derived from ve-dimensional KaluzaKlein theory. Using a uniedset of numerical parameters (Table 1) , we eliminate all previously existing inconsistencies(incorrect unit conversions, incompatible reheating temperatures, misidentied KK modes,etc.) . We show how this model can describe ination, freeze-in production of dark matter,baryogenesis, and also explain the observed value of the cosmological constant .