"The primes are the zeros."
What if you could generate the exact distribution of prime numbers using nothing but the infinite spectrum of Riemann zeros?
In this video, we visualize one of the deepest mysteries in mathematics: the exact spectral duality between prime numbers and the Riemann Zeta function. Watch as the Guinand-Weil Explicit Formula is brought to life in real-time.
By applying a unified Fourier-pair Gaussian kernel—the Sech² Kernel Repair—we bridge the arithmetic "Prime Field" (green) perfectly with the spectral "Zero Field" (crimson). As the scanner moves, the mathematical interference of the zeros strictly guarantees the birth of every prime.
Read the full Computational Proof & Paper:
https://doi.org/10.5281/zenodo.19223508
https://jmullings.github.io/riemann-hypothesis-singularity-proof/RH_PRIMES_DUALITY.html