Researchers
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Alexander Lobbe
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Location
Alexander Lobbe is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Alexander Lobbe is interested in Stochastic Filtering, Numerical Methods for Stochastic PDEs and Machine Learning.
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Benjamin Dufée
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Location
Benjamin Dufée is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Benjamin Dufée research intrests are data assimilation, more precisely on stochastic particle filtering.
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Camilla Fiorini
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Location
Camilla Fiorini was based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Camilla Fiorini main research interests are sensitivity analysis, computational fluid dynamics and numerical analysis for PDEs.
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Eliana Fausti
Location
Eliana Fausti is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Eliana is broadly interested in problems in stochastic analysis, in particular those arising in relation to nonlinear filtering for high-dimensional systems.
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Evgueni Dinvay
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Location
Evgueni Dinvay is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Evgueni Dinvay's main research interests are analysis and numerical simulation of dispersive PDEs related to water waves, stochastic modelling.
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Igor Shevchenko
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Location
Igor Shevchenko is based at Imperial College London, Department of Mathematics, 754, 7th Floor, Huxley Building, South Kensington Campus
Affiliations
Research interests: geophysical fluid dynamics, parameterisations of ocean flows, fluid mechanics, multiphysics problems, nonlinear dynamical systems, nonlinear wave phenomena, absorbing boundary conditions, and high-performance computing.
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James Woodfield
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Location
James Woodfield is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
James Woodfield research interests are in the application and analysis of numerical methods for stochastic fluid equations. In particular, Time-stepping algorithms, Finite volume methods, Structure preserving integrators, and Flux-limiting algorithms.
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Laura Cope
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Location
Laura Cope was based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Laura Cope is an applied mathematician with research interests in geophysical fluid dynamics and a passion for science communication.
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Long Li
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Location
Long Li is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Research Interests: Stochastic modeling, uncertainty quantification, ensemble data assimilation
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Louis Thiry
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Location
Louis Thiry is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex Francety of Western Brittany, Brest, France.
Affiliations
Louis Thiry is working on Image classification, Machine learning applied to physics and Interaction with artists.
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Oana Lang
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Location
Oana Lang is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Oana's Lang main area of research is Stochastic Analysis with applications in Geophysical Fluid Dynamics and Data Assimilation.
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Oana Lang
Location
Oliver Street is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Oliver's Street research interests span analysis and geometric mechanics, with a particular focus on problems arising in fluid dynamics.
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Paul Platzer
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Location
IFREMER, University of Western Brittany, Brest, France
Affiliations
Paul Platzer is interested in analog forecasting methods and connections with dynamical systems and extreme events, with applications to geophysics.
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Pierre-Marie Boulvard
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Location
Pierre-Marie Boulvard is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Pierre-Marie Boulvard's main research interests are SPDEs, Dynamical systems, Measure transport.
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Prince Romeo Mensah
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Location
Prince Romeo Mensah is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Romeo's research interests include: Mathematical fluid dynamics, Mathematical material science, Singular limit asymptotics, Analysis of (stochastic) partial differential equations
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Quentin Jamet
Location
Quentin Jamet is based at INRIA Rennes Centre, Campus Universitaire de Beaulieu 35042 Rennes Cedex France
Affiliations
Research interests: ocean turbulence, its impact on climate and its representation in models. Quentin's Google Scholar profile is avaiable here
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Said Ouala
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Location
Said Ouala is currently based at IFREMER, University of Western Brittany, Brest, France.
Affiliations
Research interests: derivation of physics aware data-driven ocean surface models. Said's Google Scholar profile is available here
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So Takao
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Location
So Takao was based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
So Takao main research interests are Stochastic PDEs, Differential geometry, Machine learning
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Stuart Patching
Location
Stuart Patching is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Research Interests: geophysical fluid dynamics, numerical ocean modelling with the primitive equations, finite volume methods, geometric mechanics, stochastic differential equations, and data assimilation.
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Wei Pan
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Location
Wei Pan is based in the Department of Mathematics, Imperial College London the Department of Mathematics, Imperial College London.
Affiliations
Wei's Pan main area of research is stochastic analysis, geophysical fluid dynamics, data assimilation and scientific computing.
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Yicun Zhen
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Location
Yicun Zhen was based at IFREMER, University of Western Brittany, Brest, France.
Affiliations
Yicun Zhen is interested in studying the mathematical theory behind the real applications. In particular, he is studying the possibility of reducing a infinite dimensional PDE dynamics to a finite dimension space, so that both the short time forecast and the long time climate of the reduced model has close behavior as the original dynamics.
