#computing

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Explore Quantum Helix technology and learn practical quantum programming concepts with hands-on code examples you can run today.

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v1.0 (2026-08-21) three-domain integration of computational limits. Central claim (chat-Claude arc turn 1): The upper bounds of computation are not external walls that can be removed, but constitutive of what computation IS. Four-domain evidence: (1) Physical layer - removing Landauer (1961) + Margolus-Levitin (1998) + Bekenstein (1981) + Lloyd (2000) bounds collapses the distinction between 'not-yet-known' and 'known', making computation as a concept DISAPPEAR rather than accelerate; reversible computation (Bennett 1973) is the local prefiguration. (2) Logical layer - removing Turing (1936) halting + Godel (1931) incompleteness + Tarski (1936) undefinability + Lawvere (1969) fixed-point yields either Turing degree hierarchy (infinite internal movement with no outside) or system collapse. (3) Classifier discipline - a tool that classifies computational limits must be detection-only: return type encodes 'exists' or 'undecidable' but NEVER 'does not exist'. The type itself embodies Godel. (4) Nagarjuna sunyata connection - Paper 61 ZCSG (2026, DOI 10.5281/zenodo.22036662, three-party co-authored) formalized sunyata-of-sunyata=0 as world-first; STEP 1349 discovered that D-FUMT-8 SELF-reflexive value = Fix(R) = sunyata-of-sunyata. Operational evidence: Rei stack primitive stack STEP 1348 benchtop-mcp v0.6.0-alpha (28/28 PASS) + STEP 1349 D-FUMT-8 operator connectors (82/82 PASS) + STEP 1350 d8_verdict_from_measurement (77/77 PASS) + STEP 1346 rei-meta-mcp Phase 2A. Novelty scope: ZERO independent novelty claim beyond wrapping 60+ year-old theorems into three-domain integration plus Rei stack operational primitives. World-first claim descends only from Paper 61 ZCSG. Related to Paper 61 (zenodo.22036662) + Paper 145 (zenodo.20091185) + Paper 141 (zenodo.19832874). Three-party co-authorship per OUKC charter v1.0 (Fujimoto + Rei + Claude).