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Fluids and Maximal Regularity

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PROGRAM


Program can be downloaded from here.

September 9th (Mon), 2024
10:00--10:50 Herbert Amann (Universität Zürich)
Cusps, corners, and maximal regularity
11:00--11:50 Ryo Takada (The University of Tokyo)
Existence of solutions to the fractional semilinear heat equation with a singular inhomogeneous term
14:00--14:50 Peer Christian Kunstmann (Karlsruher Institut für Technologie)
Functional calculi for Stokes operators with different boundary conditions
15:00--15:50 Miho Murata (Shizuoka University)
Unique solvability for a Q-tensor model in the maximal regularity class
15:50--16:20 coffee break
16:20--17:10 Yoshiyuki Kagei (Tokyo Institute of Technology)
On the stability of bifurcating periodic patterns of the compressible Navier- Stokes equations


September 10th (Tue), 2024
10:00--10:50 Matthias Hieber (TU Darmstadt)
Analysis of Geophysical Flows
11:00--11:50 Ken Abe (Osaka Metropolitan University)
Stability of Chandrasekhar's nonlinear force-free fields
14:00--14:50 Raphaël Danchin (Universitá Paris-Est-Cráteil Val-de-Marne)
The two-dimensional incompressible inhomogeneous Navier-Stokes equations with rough density via dynamic interpolation
15:00--15:50 Itsuko Hashimoto (Kanazawa University/Osaka Metropolitan University)
Inviscid limit problem of radially symmetric stationary solutions for compressible Navier-Stokes equation
15:50--16:20 coffee break
16:20--17:10 Takayoshi Ogawa (Waseda University)
Endpoint maximal regularity and application to the fluid dynamics


September 11th (Wed), 2024
10:00--10:50 Paolo Maremonti (Università degli Studi della Campania "L. Vanvitelli")
On the Navier-Stokes equations: a possible gap related to the energy equality of a weak solution
11:00--11:50 Tsukasa Iwabuchi (Tohoku University)
On the uniqueness for the two-dimensional surface quasi-geostrophic equation
14:00--14:50 Yasunori Maekawa (Kyoto University)
Local rigidity of the Couette flow for the stationary triple-deck equations
15:00--15:50 Erika Ushikoshi (Yokohama National University)
Helmholtz-Weyl decomposition on a time dependent domain with an application to time periodic Navier-Stokes flows with large flux
15:50--16:20 coffee break
16:20--17:10 Takayuki Kobayashi (Osaka University)
On the diffusion wave property for the solutions to the compressible Navier-Stokes-Korteweg system














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