Display Abstract

Title Commutator estimates and uniqueness of solutions of complex fluids

Name Peter Constantin
Country USA
Email const@math.princeton.edu
Co-Author(s) Peter Constantin
Submit Time 2014-02-26 09:27:35
Session
Special Session 43: Harmonic analysis tools for fluid mechanics
Contents
We show that the infinite dimensional group nature of the Lagrangian dynamics coupled with the singular integral nature of the hydrodynamic equations of state in Eulerian coordinates give rise to a commutator structure that enables the proof of uniqueness of solutions with minimal regularity.