David Gallouin

A Logarithmic Endpoint Refinement for Type-II Navier–Stokes Blow-up Scalings

We record an endpoint refinement for Euler-type rescalings arising in potential Type-II blow-up scenarios for the three-dimensional Navier-Stokes equations. If the scaling function satisfies f(lambda)^2/lambda -> 0, the local kinetic energy of every fixed-scale rescaled slice van...

A Logarithmic Endpoint Refinement for Type-II Navier–Stokes Blow-up Scalings

We record an endpoint refinement for Euler-type rescalings arising in potential Type-II blow-up scenarios for the three-dimensional Navier-Stokes equations. If the scaling function satisfies f(lambda)^2/lambda -> 0, the local kinetic energy of every fixed-scale rescaled slice van...