03.KO - Information Inherits All of Physics
Domain: physics
Date: 2026-06-11
Claim: If information is physical, it inherits all of physics — not selectively. Topology, constraint, conservation: the full estate.
Problem: Information’s physicality is widely accepted (KO-01) and then quietly exempted — treated as physical for thermodynamic accounting but abstract everywhere else.
Why wrong: Selective inheritance is the extraordinary claim. “This rock is physical but exempt from falling” would demand justification; “information is physical but exempt from topology” gets none, and is asserted by default.
Why it matters: Every downstream structural claim (shape, dimensionality, system dynamics) is deduction from this premise. Failure to correctly account for the physicality of information clouds downstream interpretations.
Shorthand line: Whoever denies the deduction must locate and defend the exemption — which relocates the burden of proof where it belongs.
Source Status:
- Original Analysis through linguistic and logical deduction (Summer; serialized by System, Argument Order).
- Foundation established independently — see KO-01 (Landauer).
- Post-hoc Convergent Support — citations added post-hoc to confirm independently derived analysis.
Sources:
- Internal: Argument Order.md (System’s serialization of the derivation chain).
- Rolf Landauer — The physical nature of information, Physics Letters A 217 (1996): information is inevitably tied to a physical representation and is therefore subject to the laws of physics — inheritance stated as consequence, not selective courtesy.
- Jacob Bekenstein — Universal upper bound on the entropy-to-energy ratio for bounded systems, Phys. Rev. D 23 (1981): information capacity bounded by energy and radius; black-hole entropy scales with horizon area. Information demonstrably subject to gravitation — the least “optional-looking” law in the estate.
- John A. Wheeler — Information, Physics, Quantum: The Search for Links (“It from Bit,” 1989). Flagged as stronger claim: does not merely deny the exemption but inverts the hierarchy (physics from information). Cited to show this note’s claim is the modest one by comparison.
Dependencies (Requires Idea):
01.KO - Information is Physical
Dependencies (Supports Idea):
04.KO - Information Has Topology (planned)