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15回日独流体数学国際研究集会
The 15th Japanese-German International Workshop
on Mathematical Fluid Dynamics

January 9 - 12, 2018
at Waseda University, Tokyo, Japan

Conference Room, 55 Bldg., Nishi-waseda Campus

Thank you very much for your cooperation!

Program and Abstracts→ PDF (904KB) Updated on Dec.26!!

Poster → PDF (347KB)

Main course

70 minutes lecture × 3 times

Fanghua LIN

New York University

Existence and Regularity Theory of Suitable Weak Solutions of the Incompressible Navier-Stokes equations.

Yoshihiro SHIBATA

Waseda University

Maximal regularity and free boundary problem for the Navier-Stokes equations

30 minutes talk

Ken ABE

Osaka City University

Axisymmetric flows in an exterior domain

Dieter BOTHE

Technical University of Darmstadt

Thermodynamically consistent modeling of multicomponent diffusion

Theodore D. DRIVAS

Princeton University

An Onsager Singularity Theorem for the Compressible Euler Equations

Reinhard FARWIG

Technical University of Darmstadt

The global attractor for autonomous quasi-geostrophic equations with fractional dissipation in R²

Amru HUSSEIN

Technical University of Darmstadt

Nematic Liquid Crystals in Lipschitz domains

Tsukasa IWABUCHI

Tohoku University

Ill-posedness for the compressible Navier-Stokes equations under the barotropic condition

Takahito KASHIWABARA

The University of Tokyo

Global strong well-posedness of the primitive equations in $L^\infty_{xy}L^p_z$-type spaces

Hajime KOBA

Osaka University

On the Helmholtz-Weyl decomposition on surfaces and its application to multiphase flow

Masahiro KUNIMOTO

Waseda University

Modeling and Spectroscopic Analysis of the Liquid-liquid Extraction of Boric Acid in Micro Channel Devices

Miho MURATA

Kanagawa University

Decay estimates of solutions for the Navier-Stokes-Korteweg system in R^N

Thieu Huy NGUYEN

Hanoi University of Science and Technology

Asymptotic Behavior of Certain Navier-Stokes Flows on Unbounded Domains

Takahiro OKABE

Hirosaki University

Remark on the strong solvability of the Navier-Stokes equations in the weak Lⁿ space

Hirokazu SAITO

Waseda University

Maximal regularity for the Navier-Stokes-Korteweg system and its application

Okihiro SAWADA

Gifu University

On the time-local solvability of the primitive equations with linearly growing initial data

Kohei SOGA

Keio University

On convergence of Chorin's projection method to a Leray-Hopf weak solution

Ryo TAKADA

Kyushu University

Strongly stratified limit for the 3D inviscid Boussinesq equations

Patrick TOLKSDORF

Technical University of Darmstadt

Morrey regularity of solutions to the Stokes equations in three-dimensional bounded Lipschitz domains

Kazuyuki TSUDA

Osaka University

Diffusive property and smoothing effect for solution to the compressible Navier-Stokes-Korteweg equation

Shinya UCHIUMI

Waseda University

A pressure-stabilized finite element method with higher-order elements

Erika USHIKOSHI

Yokohama National University

On Hadamard's formula of the Stokes equations

10 minutes talk

Ken FURUKAWA

The University of Tokyo

Asymptotic stability of the three-dimensional Oseen vortex.

Mathis GRIES

Technical University of Darmstadt

The hydrostatic Stokes semigroup and primitive equations with Dirichlet boundary conditions on spaces of bounded functions

Mitsuo HIGAKI

Kyoto University

On fast rotating time-periodic flows in a two-dimensional cylindrical domain

Naoto KAJIWARA

The University of Tokyo

Well-posedness for the phase-field Navier-Stokes equations in the maximal regularity space

Klaus KRESS

Technical University of Darmstadt

Strong time-periodic solutions to the bidomain equations subject to arbitrary large forces

Hana MIZEROVÁ

Czech Academy of Sciences

Convergence of entropy stable numerical schemes for the Euler equations via dissipative measure-valued solutions

Kohei NAKAO

Shinshu University

Beale-Kato-Majda type extension criterion of smooth solutions to the Navier-Stokes equations

Andreas SCHMIDT

Technical University of Darmstadt

Strong solutions of the Navier-Stokes equations with the Coulomb boundary condition

Anton SEYFERT

Technical University of Darmstadt

The Helmholtz-Weyl Decomposition in L^p on Exterior Domains

Suma'inna

Waseda University

On some nonlinear problem for the thermoelastic plate equations

Yuka TERAMOTO

Kyushu University

On the spectrum of linear artificial compressible system

Hiroyuki TSURUMI

Waseda University

Well-posedness and ill-posedness of the stationary Navier-Stokes equations in Triebel-Lizorkin spaces

Keiichi WATANABE

Waseda University

Maximal regularity theorem of compressible-incompressible two-phase flows with phase transitions

David WEGMANN

Technical University of Darmstadt

Maximal Regularity for the Stokes Operator on non Cylindrical Time-space Domains: The Case of an Exterior Domain

Marc WRONA

Technical University of Darmstadt

Well-posedness of the Q-tensor model with nontrivial tumbling and aligning effects

Sebastian ZAIGLER

Technical University of Darmstadt

Regularity structures for the primitive equations

Organizers

Accsess to Venue

Supported by

     

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