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Parabolic fractal dimension of forward-singularities for Navier-Stokes and liquid crystals inequalities

Parabolic fractal dimension of forward-singularities for Navier-Stokes and liquid crystals inequalities

In 1985, V. Scheffer discussed partial regularity for what he called solutions to the 'Navier-Stokes inequality', which only satisfy the incompressibility condition as well as the local and global energy inequalities and the pressure equation which may be derived formally from the Navier-Stokes system. One may extend this notion to …