We show that if v is a smooth suitable weak solution to the Navier-Stokes equations on B(0, 4) \times (0,T*), which possesses a singular point (x0,T*) \in B(0, 4) \times \{ T*\} , then for all \delta > 0 sufficiently...
We show that if v is a smooth suitable weak solution to the Navier-Stokes equations on B(0, 4) \times (0,T*), which possesses a singular point (x0,T*) \in B(0, 4) \times \{ T*\} , then for all \delta > 0 sufficiently...
We establish a local-in-space short-time smoothing effect for the Navier-Stokes equations in the half space. The whole space analogue, due to Jia and Šverák [21], is a central tool in two of the authors' recent work on...
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