Temporal physics Temporal mechanics.
In my model, I propose a fundamentally different perspective on the nature of time, space, gravity, and their interrelationships. Instead of treating time as a separate entity from space, I conceptualize time as a vector space – a flow with both rate and direction. Mathematically, we can represent time as a vector, with its magnitude corresponding to the rate of flow, and its direction indicating the positive or negative sense of the temporal dimension. Just as vectors in a vector space can have different orientations, the flow of time in my model can have a positive or negative direction. The dynamics and interactions of these temporal vector flows are governed by a set of equations that diverge from the conventional treatment of time in physics. For instance, the equation: δO(t) = O(t) - ⟨O⟩ captures the fluctuations or deviations of an observable quantity O(t) from its average value ⟨O⟩, indicating that time is not uniform but exhibits intrinsic variations. These temporal fluct...