A Conditional Structural Reconstruction of the Weak Scale, Electroweak Mixing, and Higgs Mass

The reconstruction programme asks how persistent defects, their supporting platform and effective observable laws can be jointly admissible. We apply this viewpoint to three conditional electroweak relations: the neutron-normalized Fermi capacity, a specified vector-mass ratio and the Fermi-normalized Higgs pole-mass ratio. A common-interface formulation separates representative-independent descent, saturation of readable support, stationary restoring response and calibration under gluing. Linear exposure maps determine canonical support projectors without fixing their physical stiffness. Bilateral transverse exposure yields a rank-four radial support; an oriented transverse decomposition relates it to vector-response sectors of ranks two and one and an antisymmetric line. Collective radial and neutral-return read-outs supply the remaining radial counts, with an explicit countermodel when the weak marked role remains observable. Specified normalization and grading rules give GF = 1.1663787583 × 10−5GeV−2, \( {s^2_W} \) = 0.2230330392 and mH = 125.199944GeV. Dated comparisons, competing constructions and an exact computational audit identify which choices are presently testable. These retrospective relations use frozen cross-sector inputs and no continuous electroweak fit. Physical read-out selection, inverse-capacity grading and matching to completed observables remain stated hypotheses.