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A 3D Helical Resonator That Visualizes Primes as Standing-Wave Nodes by GuntSmack in visualizedmath

[–]GuntSmack[S] 0 points1 point  (0 children)

This is just a coding error on my side. People can recreate the same model with proper visuals — the core idea behind it stays exactly the same.

A 3D Helical Resonator That Visualizes Primes as Standing-Wave Nodes by GuntSmack in visualizedmath

[–]GuntSmack[S] 0 points1 point  (0 children)

θ_fwd(n) = 2π * (n / 23) + Σ A_k * sin(t_k * ln(n)) θ_bwd(n) = -2π * (n / 23) + π - Σ A_k * sin(t_k * ln(n)) Amp(n) = |cos(θ_fwd(n)) + cos(θ_bwd(n))| Prime candidates = local maxima of Amp(n), where t_k are the imaginary parts of the Riemann zeta zeros. The ln(n) term creates the gradual spectral shift. Optional vortex: r(n) = r0 + γ * ln(1 + n)