Recent Progress in Mathematical Theory of Stability and Instability in Fluid Dynamics
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Organizer(s): |
Name:
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Affiliation:
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Country:
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Weiren Zhao
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New York University Abu Dhabi
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United Arab Emirates
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Nader Masmoudi
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New York University Abu Dhabi
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United Arab Emirates
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Zhifei Zhang
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Peking University
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Peoples Rep of China
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Introduction:
| | Fluid dynamics stability and instability remain at the forefront of mathematical exploration. This session is dedicated to unveiling the latest mathematical advancements that underpin our understanding of fluid flow stability. The session will feature presentations that delve deep into mathematical techniques, models, and methodologies relevant to understanding fluid flow stability. Topics covered will include the (in)stability problems in fluid equations such as the stability of shear flows and point vortex. We want to bring together well-known experts and young researchers to present new developments in partial differential equations (PDEs) related to the stability of fluids.
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