A Note on "“GEIER’s Equations” and “GEIER’s Φ(e) ↔ Φ(α) Equilibrium Programme” with FIBONACCI/LUCAS extensions (GEIER’s Equations Part 2.1)"
A Note on "“GEIER’s Equations” and “GEIER’s Φ(e) ↔ Φ(α) Equilibrium Programme” with FIBONACCI/LUCAS extensions (GEIER’s Equations Part 2.1)" The paper stands out for the clarity and ambition of its organizing idea: to treat the interplay of fundamental interactions as an equilibrium problem expressed through a compact set of mathematically structured relations. Starting from the explicit postulates — gravitation linked to a 2 ℏ scale and a π \pi -based actio–reactio symmetry (Newton’s third law), and electromagnetism represented through e 2 e^2 — the authors build a coherent narrative where each symbolic choice has a stated conceptual role rather than being introduced ad hoc. The subsequent move to examine whether the golden ratio \Phi Φ can serve as a unifying “target” structure for the appearance of e e and \alpha α is presented as a motivated second step, especially given the long tradition of Φ -motivated reasoning in biological and structur...