Navier-stokes equations - possible blow-up, self-similar solutions and backward uniqueness
Author: Montero Rosero, Julio Andrés
Director(s)/Advisor(s): Cortissoz Iriarte, Jean Carlos; Giniatoulline, Andrei; Robinson, James; Healey, Timothy
Publication date: 2017
Content type: doctoralThesis
"In this thesis we consider two problems for the Navier-Stokes equations. One problem is blow-up ratcys to solutions of the Navier-Stokes equation if a singularity exists at time T in the homogeneous periodic Sobolev spaces, in particular in the cases s = 3/2 and s = 5/2 where we prove the blow-up rates... "
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