Algebraic Override of Yang-Mills Theory

Traditional Yang-Mills theory relies on complex non-Abelian groups and non-linear matrices. The Six-Dimensional Spacetime Model flat-out overrides this complexity via pure algebraic mapping. Core Mechanism: Using the universal mother formula F = cosθ * kE * (Qe1 * Qe2) / L², we enter the strong interaction channel: 1. Channel Mapping: cosθ * kE maps to the strong coupling constant (Gs), and the ontological charges (Qe) map to color charges (Qc). 2. Perturbation (Dark Matter Drag): The density gradient of the un-thresholded dark matter background creates a structural perturbation term (γ). The actual strong force and its potential energy are derived purely algebraically: F(r) = -Gs * (Qc1 * Qc2) / r² * (1 + γ / r) V(r) = -Gs * (Qc1 * Qc2) / r + [Gs * (Qc1 * Qc2) * γ] / (2r²) Conclusion: This pure algebraic result directly reveals the nature of strong interactions. The non-linear matrix framework of Yang-Mills is seamlessly replaced by the Six-Dimensional mapping mechanism.