The paper generalizes a static non-derivability result to rule sets that evolve in time, argues that no countable theory of everything can exist, and asserts, without a visible derivation, that the same pattern forces P≠NP.
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What Syntax Cannot See: The Dynamic Syntactic Invariance Principle and Several Instances of the Same Hidden Assumption, and a Contradiction
The paper generalizes a static non-derivability result to rule sets that evolve in time, argues that no countable theory of everything can exist, and asserts, without a visible derivation, that the same pattern forces P≠NP.