| 概要 | In this talk, blowup criteria for strong and classical
solutions of the three dimensional compressible flows are
considered. We extend the well known Serrin's regularity
criterion for Navier-Stokes equations to various
compressible models, from baratropic flow to viscous
compressible and heat conducting magnetohydrodynamic flows.
As an application, we will establish some existence of
global solution for compressible flows with vacuum and
large oscillations. |