Mathematical Problems in Fluid Dynamics
FD - Model Problems in Fluid Dynamics
Mondays 8:30-9:30 am Pacific TimeOrganizer: Herbert Koch
Global existence and decay of solutions to Prandtl system with small analytic and Gevrey data
Speaker: Ping Zhang
February 22, 2021 (08:30 AM PST - 09:30 AM PST)
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Global well-posedness for the derivative nonlinear Schrödinger equation
Speaker: Galina Perelman
March 01, 2021 (08:30 AM PST - 09:30 AM PST)
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Instability via degenerate dispersion for generalized surface quasi-geostrophic models with singular velocities
Speaker: Sung-Jin Oh
March 08, 2021 (08:30 AM PST - 09:30 AM PST)
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Almost-global well-posedness for 2d strongly-coupled wave-Klein-Gordon systems
Speaker: Annalaura Stingo
March 15, 2021 (08:30 AM PST - 09:30 AM PST)
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Steady gravity-capillary water waves with localized vorticity
Speaker: Chongchun Zeng
March 29, 2021 (08:30 AM PST - 09:30 AM PST)
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Stability of the cubic nonlinear Schrodinger equation on the Irrational Torus
Speaker: Bobby Wilson
April 05, 2021 (08:30 AM PST - 09:30 AM PST)
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Mixed norm estimates via the Helicoidal Method
Speaker: Camil Muscalu
May 03, 2021 (08:30 AM PST - 09:30 AM PST)
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Profile decompositions method: a common thread of many works arising from geometry, physics and fluid mechanics
Speaker: Hajer Bahouri
May 17, 2021 (08:30 AM PST - 09:30 AM PST)
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