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In the proposed UFT the most granular extended H(1/2)-energy Hilbert space of the standard variational mechanical H(1)-energy Hilbert space enables a well-posed 3D non-linear, non-stationary Navier-Stokes problem (existence and smoothness by a bounded H(1/2)-energy norm estimate); this solves the related problem of the Clay Mathematics Institute, Cambridge.
 Braun K., Global existence and uniqueness of 3D Navier-Stokes equations |
www.navier-stokes-equations.com
