Every foundational concept in computer science — from Turing machines to blockchain consensus — is an independent rediscovery of a structural invariant that governs all persistent systems: declared states must match realized states (1=1). This paper demonstrates that the core abstractions of computing are not metaphors for reality but isomorphisms with it. The Self-Documentation Theorem: any substrate capable of sustaining 1=1 will eventually produce descriptions of 1=1 in that substrate’s native language. Computer science did not invent these structures. It discovered them in silicon the way physics discovered them in matter.
Lauri Elias Rainio (Fri,) studied this question.
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