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RRLS: relations, rewrites & phase / Proof Attempt

RRLS: A Proof Attempt at Universal Relational Compilation

Reference05 Sept 2026 · saved

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01 / THE QUESTION

Editorial guide

Could a universal relational compiler settle P versus NP, and what does the RRLS Studio v0.13 SAT module actually establish when audited?

02 / WHAT THE RECORD SAYS

Source passage

It gives a constructive proof that a two-word vocabulary already expresses an NP-complete problem, a polynomial compiler for a restricted family, an explicit obstruction to that compiler's universality, and a reproducible implementation improvement.

03 / LIMITS & OPEN POINTS

Source passage

That is a result for a constructed tractable family, not for general SAT.

04 / THE NEXT QUESTION

Editorial guide

Can every jointly constrained system produced by compilation, including the two-relation language, be solved within one uniform polynomial bound?

05 / CHECKS IN THE RECORD

Source passage

The bundle is a standard-library Python command-line extension to RRLS v0.13. Python 3.10+ is required; execution here used Linux and Python 3.12.13. Windows commands are supplied but were not independently run on Windows.

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  • RRLS_Studio_v13_Windows_Source.zip

    Access not recorded · 358,657 bytes

    SHA-256: 275ac13aecd490d62482e3c2694ab64a2479e4d73d3ca47b03b94a4a17f484e1

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Origin
d0re research collection (snapshot 1 October 2026)
Original path
/The Theory of Reality/RRLS_PNP_COMPOSITION_PROOF.md
Authorship basis
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Title basis
From the source
Date
05 Sept 2026 · saved
Status basis
Its refined solver is kept alongside later routes, not replaced; r-9be766ae72f6: "This extension adds a new solver route; it does not replace the specialized Horn, matching, or GF(2) dispatches."
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18,428 bytes
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SHA-256 of indexed source
089c94a4eccaaf39f4042c2a04cd6f8ffc7927ade1f820cad8a7ce2b60aa5c9d

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RRLS: A Proof Attempt at Universal Relational Compilation
2026-09-05
d0re research record r-089c94a4ecca
https://www.d0re.com/library/records/r-089c94a4ecca.html
Authorship basis: Collection attribution; original record retains its own credits
Date basis: saved
Source SHA-256: 089c94a4eccaaf39f4042c2a04cd6f8ffc7927ade1f820cad8a7ce2b60aa5c9d

Independent research by Anthony Michael Collado.
Original credits remain with each source.