QTT Glueball Mass Gap and SU(3)-Forced Color Uniqueness A Parameter-Free Artian Source Derivation of the Lowest Glueball Spectrum, the Finite QTT Mass Gap, and the Gluon Access-Corridor Scale

The lowest glueball masses from a forced SU(3) source packet The two source numbers that make the paper checkable are \[ m_{0^{++}}^{\mathrm{QTT}}=1.731197064\,\mathrm{GeV}, \qquad \Lambda_{\overline{\mathrm{MS}}}^{(3),\mathrm{QTT}} =334.650962056\,\mathrm{MeV}. \] Concept DOI: 10.5281/zenodo.20571454 Author: Ali Attar Website: quantumtraction.org Main book anchor: Quantum Traction Theory: Main Book v10.01 This paper develops the QTT glueball mass-gap framework inside Artian's Universe. It treats the low SU(3) spectrum as a finite source construction tied to the QTT strong-coupling and center-sheet rails, not as a smooth-continuum Clay proof. The upstream stiffness rail is \[ \chi_{\mathrm{YM}}=\frac23+\frac{1}{4\rho^2}, \qquad \rho=2\pi\cos\left(\frac\pi8\right), \] and the string-tension source used by the glueball packet is \[ \sqrt{\sigma_3}^{\mathrm{QTT}} =444.253151\,\mathrm{MeV}. \] The paper then uses the finite color/source packet to organize the scalar, tensor, and pseudoscalar glueball rows as predictions of the same SU(3) closure grammar. Core labels: Σ-GLUEBALL-MASS-GAP-QTT, Σ-SU3-FORCED-COLOR-UNIQUENESS, Σ-ARTIAN-UNIVERSE-NOT-CLAY-SMOOTH-CONTINUUM.