Chaitin has triggered an important insight for me: a mathematical proof represents the successful compression of the semantics of a statement into its axioms. Undecidability means incompressibility.
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Is it really necessary to know where we are? Is not our “knowing” about both abstraction and compressibility enough?
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Knowing where we are in the universe fractal means that we know a spacetime coordinate in a known structure and deduce the entire neighborhood a priori
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we have an excellent model of layered functions that does decent local compression and has no singularities in the areas where we do most of our regulation
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