This record contains a preprint manuscript together with numerical verification code for the results reported in the manuscript. Title: A Static-Sector Construction for the Low-Energy Fine-Structure Constant in Recursive Interval Geometry Abstract: This manuscript presents a static-sector construction for the low-energy fine-structure constant within the framework of Recursive Interval Geometry (RIG). The paper separates inherited recursive structure from sector-specific principles, derives the hierarchy 3, 7, 127 together with the quantities 137 and Ω = 2667, and formulates the display-level readout through a norm law for α^-1. The remaining bridge coefficients are stated explicitly as working hypotheses. In addition to the baseline numerical value, the manuscript includes self-consistent channel-count controls, coefficient controls, and sensitivity estimates. Files included in this record: PDF manuscript: the current preprint version of the paper. - Wolfram Language source code (. wl): numerical verification of the baseline result, control tables, sensitivities, and quoted differences from CODATA 2022 and the electron g−2-based determination. - Pure Python verification script (. py): a standard-library-only script reproducing the same numerical results and TeX-ready table rows without requiring Mathematica. Notes: - This is a preprint and has not been peer reviewed. - The code is provided for reproducibility of the numerical results reported in the manuscript. - Later corrections or revisions, if any, will appear as new Zenodo versions.
Lei Zhou (Tue,) studied this question.