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I've been playing with vector spaces and divergent spaces (Sobolev Spaces) in some models and I've found a lot of promise in describing time (causation) as a spiner matrix.
I'm curious if anyone else has explored this? The idea is that classical physics causation are conflated outcome collapse vectors. Quantum states are independent causal frames. We can know points of causation, but not the vector of causation within the closed frame.
Each quantum frame (set of entangled states) has an independent and unknowable (impossible to directly observe without changing the state) causative vector. The causative vector is carried by a fourier transform harmonic of internal causative interaction along the boundary which describes the order of entangled observer interactions. CPT-symmetry is described as a sphere for each entangled particle so that the order of interactions is constantly oscillating between expansion and collapse of a wave form that works like a fractal (a series of differentials) that carries a specific harmonic frequency.
The resulting harmonics can be combined to describe classical physics field interactions (Electromagnetism, Strong and Weak nuclear force and gravity). Since each of the fields is a fractal that grows or diminishes as it diverges from the center of the interaction.
Am I totally out on a limb here, or does this make sense to anyone else?