Partially Hyperbolic Dynamics Professors in Global

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Pieter Blue
University of Edinburgh United Kingdom
hyperbolic partial differential equations
partial differential equations
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Charles Epstein
University of Pennsylvania United States of America
hyperbolic geometry
partial differential equations
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Hans Zwart
Eindhoven University of Technology Belgium
partial differential equations
hamiltonian dynamics
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Gabor Francsics
Michigan State University United States of America
partial differential equations
complex hyperbolic spaces
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Gabor Francsics
Michigan State University United States of America
partial differential equations
complex hyperbolic spaces
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Stefanie Sonner
Radboud University Netherlands
partial differential equations
stochastic partial differential equations
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Hongjie Dong
Brown University United States of America
partial differential equations
stochastic partial differential equations
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Luca Galimberti
King's College London United Kingdom
partial differential equations
stochastic partial differential equations
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Gui-qiang Chen
University of Oxford United Kingdom
partial differential equations
nonlinear hyperbolic conservation laws
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Monica Torres
Purdue University United States of America
partial differential equations
nonlinear hyperbolic conservation laws
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Upanshu Sharma
University of New South Wales Australia
partial differential equations
stochastic dynamics
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Zhongwei Shen
University of Alberta Canada
partial differential equations
stochastic dynamics
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James Nolen
Duke University Singapore
partial differential equations
stochastic dynamics
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Igor Kukavica
University of Southern California United States of America
partial differential equations
nonlinear dynamics
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John Stockie
Simon Fraser University Canada
partial differential equations
fluid dynamics
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Mikhail Vishik
University of Texas at Austin United States of America
partial differential equations
fluid dynamics
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Yan Guo
Brown University United States of America
partial differential equations
fluid dynamics
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Gianluca Crippa
University of Basel Switzerland
partial differential equations
fluid dynamics
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Herbert Koch
University of Bonn Germany
partial differential equations
fluid dynamics
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Anna-karin Tornberg
KTH Royal Institute of Technology Sweden
partial differential equations
fluid dynamics
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Anna-karin Tornberg
KTH Royal Institute of Technology Sweden
partial differential equations
fluid dynamics
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