Jorge Armando González García

Odd Zeta Values from the PCF Torus: φ and π as Arithmetic-Geometric Sources

We demonstrate that the odd values ζ(2k+1) of the Riemann zeta function are structurally determined by φ=(1+√5)/2 and π. The Euler product of ζ is built from local factors fp(s), one for each prime. We prove that the Frobenius lift φp = Fpφ + Fp-1—where Fn is the n-th Fibonacci n...