Yang-Mills and Space Response

This work presents a theoretical and data-driven solution to the Yang–Mills problem. Starting from real quantum measurement data—particularly Bell-test and ETH Zurich experiments—a scalar space-response function Z(t) is modeled, which reacts to external stimuli. The derived equation is mathematically expressed via an extended Lagrangian density and embedded into a non-abelian SU(2) Yang–Mills structure.

Both the existence of the mass gap and the validity of the Yang–Mills equations are numerically demonstrated and experimentally validated with high correlation. The results confirm that space structure is reactive, nonlinear, and describable by quantum physics. This work integrates classical field theory, quantum entanglement, and experimental analysis into a novel model of quantum-active space.