Geometric Correspondence between Magnetism and Gravity Based on Spinor Geometry: Form-Fixed Verification via g − 2 and Design Proposals for Artificial Gravity and Gravitational Wave Communication using Quantum Computers

This preprint derives an operational gravity–magnetism correspondence from the 1+3 (longitudinal/transverse) decomposition of the spin-current bivector Sμν, with no new dynamical degrees of freedom.Only the readout layer is minimally updated on the Blackfield: measure rescaling plus the two-form mapping Fμν = αBF Tμν, while dynamics remain on the background metric g.The induced Pauli-type dimension-5 structure yields a form-fixed “fingerprint” for lepton g−2: mass-scaling ratio and a fixed sign, separating form tests from amplitude inference (single coefficient).The same chain is translated into in-principle device-side design equations (quasi-static artificial gravity and far-field gravitational-wave communication) under the same two-layer policy. Version v2 (revised): Citations are fully migrated from the older internal note to the Zenodo “Rank-One Representation” and “Readout-Layer Rescaling Protocol,” with Blackfield conventions anchored to “Volume Guarantee and Zero-Point Motion.”Prohibitions/operational policy are tightened: no propagating torsion is assumed; the Pauli term is treated as an EFT operator with cutoff ΛBF; verification is explicitly split into form vs amplitude.Chapter 3 is strengthened: the WP20/WP25 discussion is framed as conditional inference (not a fit), and a short EDM non-generation statement is added (no CP-odd dipole generated within the stated structure).Chapter 4 is reframed with an upfront scope note: proposals are in-principle operational translations, not near-term feasibility claims, preserving the same readout-layer-only rule set. Related Zenodo DOIs: 10.5281/zenodo.18158453 10.5281/zenodo.18169038 10.5281/zenodo.18169180 10.5281/zenodo.18158537 10.5281/zenodo.18158333