独立行政法人日本学術振興会  日独共同大学院プログラム
JSPS Japanese-German Graduate Externship

第14回流体数学国際研究集会
The 14th Japanese-German International Workshop
on Mathematical Fluid Dynamics

March 8 - 10, 2017
at Waseda University, Tokyo, Japan

05 Conference Room, 63 Bldg., Nishi-waseda Campus



Program and Abstracts → PDF (915KB) Updated on Feb.28!!

Poster → PDF (310KB)



Main course

70 minutes lecture × 3 times

Yoshiyuki KAGEI

Kyushu University

Stability and bifurcation analysis of the compressible Navier-Stokes equations

Reinhard RACKE

University of Konstanz

Hyperbolic Navier-Stokes Equations

40 minutes talk

Mitsuo HIGAKI

Kyoto University

Navier wall law for nonstationary viscous incompressible flows

Amru HUSSEIN

Technical University of Darmstad

Strong Lp Well-Posedness of the 3D Primitive Equations

Nobu KISHIMOTO

Kyoto University

Remark on global regularity for the rotating Navier-Stokes equations in a periodic domain

Giorgio METAFUNE

University of Salento

Sharp heat kernel bounds for a class of parabolic operators with singular coefficients

Hideyuki MIURA

Tokyo Institute of Technology

On uniqueness for the harmonic map heat flow in supercritical dimensions

Anupam PAL CHOUDHURY

Technical University of Darmstad

On the nematic liquid crystal flows

Yutaka TERASAWA

Nagoya University

Finite energy for Navier-Stokes equations and Liouville-type theorems in two dimensional domains

Patrick TOLKSDORF

Technical University of Darmstadt

On the Stokes and Navier-Stokes equations in bounded Lipschitz domains


12 minutes talk

Shota ENOMOTO

Kyushu University

Asymptotic behavior of solutions to the compressible Navier-Stokes equation around space-time periodic states

Mathis GRIES

Technical University of Darmstadt

A maximum regularity approach to the free boundary value problem for the primitive equations of the ocean

Naoto KAJIWARA

The University of Tokyo

Strong time periodic solution for semilinear parabolic equation on a real interpolation space

Tomoya KEMMOCHI

The University of Tokyo

Error estimate for the finite element semi-discretization of the non-stationary hydrostatic Stokes equation

Klaus KRESS

Technical University of Darmstadt

Strong time periodic solutions for linear parabolic equations in a real interpolation space

Taiga KUMAGAI

Waseda University

A class of Hamilton-Jacobi equations and ode systems on graphs

Andreas SCHMIDT

Technical University of Darmstadt

The Navier-Stokes equations with the Coulomb boundary condition

Anton SEYFERT

Technical University of Darmstadt

The Poisson Equation in Exterior domains with Hodge Boundary Conditions

Suma'inna

Waseda University

The existence of R-bounded Solution Operators of The Thermoelastic Plate Equation With Dirichlet Boundary Conditions

Go TAKAHASHI

Waseda University

Partial regularity and extension of solutions to the Navier-Stokes equations

Tobias TOLLE

Technical University of Darmstadt

Numerical modelling of jumps in two-phase flows in the context of one-field formulated Navier-Stokes equations

Shinya UCHIUMI

Waseda University

A Lagrange-Galerkin scheme for high-Reynolds-number flow problems

David WEGMANN

Technical University of Darmstadt

Existence of Strong Solutions and Decay of Turbulent Solutions of Navier-Stokes Flow with Nonzero Dirichlet Boundary Data

Marc WRONA

Technical University of Darmstadt

Well-posedness of the primitive equations with only horizontal viscosity for several classes of inital data

Sebastian ZAIGLER

Technical University of Darmstadt

Regularity structures for the primitive equations


Organizers

Yoshihiro Shibata

(Waseda University)

Matthias Hieber

(TU Darmstadt)

Hideo Kozono

(Waseda University)

Reinhard Farwig

(TU Darmstadt)


Accsess to Venue

05 Conference room, 63 building
(2nd floor)
Nishi-waseda Campus, Waseda University


Supported by

Japan society for the promotion of science   Deutsche Forschungsgemeinschaft   Waseda University   TU-darmstadt
TGU project


The Japanese-German Graduate Externship "Mathematical Fluid Dynamics"
Japanese site (JGGE)     Germany site (IRTG)