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Special Session 83

Fluid flows in unbounded domains

Organizer(s):

Reinhard Farwig

Introduction:

The lectures in the session will be focused on qualitative analysis of mathematical models of flows of viscous or inviscid fluids in unbounded domains. The discussed topics will involve questions of existence, uniqueness, regularity, decay (in time and space) and other properties of solutions in domains with fixed as well as moving boundaries.

List of abstracts Go Back
Name	Country	Title
Werner Varnhorn	Germany	Necessary and sufficient conditions for the existence of Helmholtz decompositions in general domains
Tomoyuki Nakatsuka	Japan	On uniqueness of symmetric Navier-Stokes flows around a body in the plane
Ryo Takada	Japan	Long time solvability for the 3D rotating Euler equations
Sarka Necasova	Czech Rep	Linearized stationary incompressible flow around rotating and translating- Leray solution, asymptotic profile
Reimund Rautmann	Germany	On Decomposition of the Hilbert Space $W^{1,2}$ with Respect to the Quadratic Form $\langle$curl u, curl v$\rangle $ and Applications.
Penel P Patrick	France	On the rotating Navier-Stokes problem in weighted spaces
J\"urgen Saal	Germany	Fluid Flow in Wedge Type Domains
Yasushi Taniuchi	Japan	Uniqueness of solutions on the whole time axis to the Navier-Stokes equations in unbounded domains
Cherif Amrouche	France	Stokes and Oseen equations in an exterior domain
Zdenek Skalak	Czech Rep	Regularity criteria for the solutions of the Navier-Stokes equations based on the velocity gradient
Xiaoxin Zheng	Peoples Rep of China	Time-dependent singularities in the Navier-Stokes system