← Method Lines of the Perfect Cuboid: FORC, GERES, SIO-X4, X4-DMSD, IGPC and TIFV / GERES · The methodology

Method Lines of the Perfect Cuboid: FORC, GERES, SIO-X4, X4-DMSD, IGPC and TIFV GERES · The methodology unsigned in the source

Global Equivalence Reconstruction and Scaling: A World-Model Methodology from Floating Geometry to Arithmetic Representatives

A programme paper: treat the cuboid as a constraint-coupled world, separate scaling (GES) from arithmetic reconstruction (GER), prove that scaling cannot create rationality and that rational worlds clear to integers, and state five conjectures; no existence is claimed.

A research programme at the proposition-conjecture stage; no existence is claimed. GERES P1–P4 are specifications and P5–P11 carry data and finite scans; the Sage/Magma scripts of P11 were not executed (the file: 'Generated but NOT EXECUTED in the current ChatGPT runtime'). No author line.

Connections · Connections

PreviousFORC · The methodology · FORC: Fraction-Ontological Ratio Calculus for X4 Virtual Curvature and Exact Click Search

NextSIO-X4 · the start and the temporary closure · SIO-X4: Completion Fibers, Latent Body Freedom and the Global Generating Kernel — a Bounded Temporary Closure of the First Stage

This is a full-text translation of the Chinese source, which remains authoritative for its research claims. Translation is not independent mathematical verification and does not upgrade the original evidence level.

Loading…