Comment on the Inverse Sixth-Radix Bridge in the Stefan Geier et al. Normalized Bridge-Factor Manuscript: Normalized Bridge Factors of the Elementary Charge e and of Sommerfeld's Alpha in Relation to Φ: Inverse-Sixth-Root, Seven-Factor Seventh-Root, and Kaluza-Klein-Calabi-Yau Cellular-Scale Compactification – A First Approximation (June 2026, DOI: 10.13140/RG.2.2.12060.04481)
Comment on the Inverse Sixth-Radix Bridge in the Stefan Geier et al. Normalized Bridge-Factor Manuscript: Normalized Bridge Factors of the Elementary Charge e and of Sommerfeld's Alpha in Relation to Φ: Inverse-Sixth-Root, Seven-Factor Seventh-Root, and Kaluza-Klein-Calabi-Yau Cellular-Scale Compactification – A First Approximation ( June 2026, DOI: 10.13140/RG.2.2.12060.04481 ) One-sentence abstract. The inverse sixth-radix relation κ_α ≈ κ_e^{−1/6} is the most mathematically disciplined and physically suggestive part of the Geier et al. bridge-factor proposal, because it is sign-correct, numerically specific, and naturally comparable with a six-real-dimensional compact-volume heuristic while remaining explicitly open to falsification. Abstract. This comment offers a strongly positive assessment of the inverse sixth-radix, or inverse sixth-root, aspect of the manuscript by S. A. Geier et al. [1]. The paper defines two normalized residual bridge factors, κ_e = ...
