The Periodic Law of Bosons: Geometric Resonance Cycles and the 34Φ Prediction

In this concluding volume, the author introduces a groundbreaking classification of fundamental bosons—the Borisov Periodic Law. Based on the Borisov Invariant (Φ ≈ 5.3146), the paper demonstrates that boson masses are not stochastic but organized into resonant periods of 17Φ. The work provides a definitive prediction of a heavy scalar resonance at the 34Φ node (≈ 180.7 GeV), identifying it as the saturation point of the second resonant period. This systematic approach challenges the Standard Model's view of particles as isolated entities, proposing instead a unified geometric matrix of space-time harmonics.