New Mathematical Idea of Confinement : A Radically New Model for Color Confinement Within Nucleons

This paper introduces a fundamentally new theoretical framework—New Mathematical Idea of Confinement that proposes a scalar-tensor equation to describe the reality of color confinement in quantum chromodynamics (QCD). Departing from the conventional Lagrangian formalism of QCD, this theory defines a color field binding potential that dynamically enforces confinement through non-linear, distance-dependent growth governed by exponential damping and color entanglement structure. The proposed equation not only captures confinement and asymptotic freedom naturally but also introduces new physical constants that allow for deeper exploration of nucleon structure and confinement-induced geometry.