Purging Perceptual Artifacts from Gauge Geometries: A Rigorous Geometrized Reformulation of the Polyakov Action using the cgsrev Framework

Historical coordinate selections and arbitrary dimensional constants (Planck's constant, Newton's gravitational constant, velocity of light) frequently obscure the true geometric dependencies within relational physics. Traditional attempts to resolve these complications via standard natural units (equating all three to 1) inadvertently confound foundational field variables, masking whether critical terms can be rigorously moved across spacetime integrals. This paper applies a mathematically consistent revision of the Gaussian cgs system , which systematically geometrizes the temporal coordinate and self-consistently redefines electric charge and electromagnetic potential ultimately replacing the three traditional constants with a unified mass-length scaffold utilizing only Planck mass and Planck length. When implemented within string theory, the new framework strips the foundational Polyakov action of its empirical dynamical parameters, transforming the Regge slope (alpha prime) into a pure length-to-mass compliance ratio. The resulting equations of motion, energy-momentum tensors, and canonical commutation relations collapse into a strictly coordinate-free pure harmonic mapping where the mass spectrum resolves cleanly to pure mass dimensions (gm). Ultimately, it is demonstrated that strings do not physically oscillate through a temporal background but rather function as spatial channels for localized geometric energy transfer across intersecting manifolds. By framing the wave function as a topological smoothing tool required to map discrete Planck-scale pixelation onto a continuous spacetime background, this framework provides a continuous, geometric resolution to Landau’s quantum measurement paradox.