The UAT Physical Guarantee of Navier-Stokes Regularity

This document presents the physical foundation for resolving the
Navier-Stokes existence and smoothness problem through the Uni
fied Applied Time (UAT) framework. We demonstrate that quantum
gravitational constraints, specifically the Planck-scale energy density
limit, inherently bound fluid velocity singularities. While not a formal
mathematical proof, this work establishes the physical guarantee
that such a proof must exist, as infinite velocity singularities violate
fundamental quantum spacetime structure.