"Fibonacci, Lucas and Φ structures in neutrino physics - Structural connections and testable predictions within the Geier programme: An analytical review with reproducible mathematical and numerical results" by Stefan Geier et al.
"Fibonacci, Lucas and Φ structures in neutrino physics - Structural connections and testable predictions within the Geier programme: An analytical review with reproducible mathematical and numerical results" by Stefan Geier et al. "Occurrences of the Golden Ratio Φ in Neutrino Physics?" A summary based on: S. A. Geier et al., Fibonacci, Lucas and structures in neutrino physics: Structural connections and testable predictions within the Geier programme (21 October 2026; DOI: 10.13140/RG.2.2.31802.96962 ): Recurrence Matrix Eigenvalues: In neutrino mass model building, the golden ratio first arises as the dominant eigenvalue of the Fibonacci recurrence matrix , which possesses eigenvalues and , generates Fibonacci entries , and yields Lucas traces (Geier et al., Jul 2026a, Jul 2026b; Kajiyama, Raidal & Strumia, 2007). Fixed-Point Equilibration: The recurrence ratio map induced by ha...